Yes, good name !
Let's stick with it !
WAC cleaned and revised (201 positions)
Moderators: hgm, Rebel, chrisw
-
Vinvin
- Posts: 5228
- Joined: Thu Mar 09, 2006 9:40 am
- Full name: Vincent Lejeune
-
JohnWoe
- Posts: 491
- Joined: Sat Mar 02, 2013 11:31 pm
Re: WAC cleaned and revised (201 positions)
Thanks for this test suite for chess programmers!
Sapeli 1.65 results for wac_silver_200.epd. score=174/200
Sapeli 1.65 results for wac_silver_200.epd. score=174/200
Code: Select all
PolyGlot 2.0.4 by Fabien Letouzey.
EngineName=Sapeli 1.65
[Search parameters: MaxDepth=63 MaxTime=5.0 DepthDelta=3 MinDepth=8 MinTime=1.0]
1: "WAC.003" OK 1 score= +2.66 pv [D= 1, T= 0.02s, N= 4k] =Rg3
2: "WAC.004" OK 2 score=+104.85 pv [D= 2, T= 0.02s, N= 42k] =Qxh7+
3: "WAC.005" OK 3 score=+104.85 pv [D= 2, T= 0.01s, N= 26k] =Qc4+
4: "WAC.006" OK 4 score= +6.20 pv [D= 3, T= 0.00s, N= 4k] =Rb7
5: "WAC.007" OK 5 score= +5.47 pv [D= 4, T= 0.02s, N= 48k] =Ne3
6: "WAC.008" OK 6 score=+11.42 pv [D= 1, T= 0.00s, N= 0k] =Rf7
7: "WAC.010" OK 7 score= +2.41 pv [D= 0, T= 0.00s, N= 0k] =Rxh7
8: "WAC.011" OK 8 score= +3.79 pv [D= 3, T= 0.01s, N= 22k] =Bxc6
9: "WAC.012" OK 9 score=+104.85 pv [D= 2, T= 0.01s, N= 29k] =Qxf3+
10: "WAC.013" OK 10 score= +1.66 pv [D= 2, T= 0.00s, N= 4k] =Qxf8+
11: "WAC.014" OK 11 score=+104.85 pv [D= 3, T= 0.03s, N= 47k] =Qxh7+
12: "WAC.016" OK 12 score= +2.89 pv [D= 0, T= 0.00s, N= 0k] =Nc3
13: "WAC.017" OK 13 score= +1.12 pv [D= 3, T= 0.02s, N= 35k] =Ne5
14: "WAC.018" OK 14 score= +5.01 pv [D= 9, T= 0.34s, N= 1362k] =Rh8
15: "WAC.019" OK 15 score= +0.67 pv [D= 1, T= 0.00s, N= 2k] =c6
16: "WAC.020" OK 16 score= +8.48 pv [D= 3, T= 0.01s, N= 13k] =Bb5
17: "WAC.021" OK 17 score= +5.90 pv [D= 4, T= 0.06s, N= 143k] =Qh6
18: "WAC.022" OK 18 score= +0.34 pv [D= 3, T= 0.02s, N= 26k] =Nxf7
19: "WAC.023" OK 19 score= +4.10 pv [D= 5, T= 0.29s, N= 520k] =g4
20: "WAC.024" OK 20 score= +7.11 pv [D= 3, T= 0.01s, N= 15k] =Bd4
21: "WAC.025" OK 21 score=+10.92 pv [D= 1, T= 0.00s, N= 0k] =Qh4+
22: "WAC.026" OK 22 score= +0.98 pv [D= 1, T= 0.00s, N= 1k] =Bf5
23: "WAC.027" OK 23 score=+104.85 pv [D= 2, T= 0.01s, N= 17k] =Qf8+
24: "WAC.028" OK 24 score= +3.04 pv [D= 0, T= 0.00s, N= 0k] =Qe1+
25: "WAC.029" OK 25 score= +1.93 pv [D= 3, T= 0.02s, N= 40k] =c6
26: "WAC.030" OK 26 score= +0.84 pv [D= 3, T= 0.02s, N= 46k] =Nxd6
27: "WAC.032" OK 27 score= +0.84 pv [D= 3, T= 0.01s, N= 14k] =Qd8+
28: "WAC.034" OK 28 score= +2.88 pv [D= 3, T= 0.01s, N= 20k] =Bg1
29: "WAC.035" OK 29 score=+104.85 pv [D= 4, T= 0.28s, N= 1013k] =Rxh7+
30: "WAC.036" OK 30 score= +3.17 pv [D= 1, T= 0.00s, N= 0k] =Re1+
31: "WAC.037" OK 31 score= +1.10 pv [D= 0, T= 0.00s, N= 0k] =Nxd4+
32: "WAC.039" OK 32 score= +3.63 pv [D= 1, T= 0.00s, N= 4k] =Na4
33: "WAC.040" OK 33 score= +4.31 pv [D= 1, T= 0.00s, N= 0k] =Rc8
34: "WAC.042" OK 34 score= +3.39 pv [D= 5, T= 0.29s, N= 488k] =Ba5
35: "WAC.044" OK 35 score= +2.00 pv [D= 3, T= 0.02s, N= 28k] =dxc4
36: "WAC.045" OK 36 score= +4.79 pv [D= 0, T= 0.00s, N= 0k] =Qxa1
37: "WAC.046" OK 37 score= +1.04 pv [D= 5, T= 0.38s, N= 617k] =Nb5
38: "WAC.047" OK 38 score= +0.93 pv [D= 0, T= 0.00s, N= 0k] =Nxd4
39: "WAC.048" OK 39 score= +2.26 pv [D= 5, T= 0.30s, N= 459k] =Rb4
40: "WAC.050" OK 40 score=+104.85 pv [D= 3, T= 0.20s, N= 740k] =Rxb6+
41: "WAC.051" OK 41 score= +8.32 pv [D= 3, T= 0.02s, N= 39k] =Rg4+
42: "WAC.053" OK 42 score= +3.55 pv [D= 3, T= 0.01s, N= 25k] =Re1
43: "WAC.054" OK 43 score=+104.85 pv [D= 2, T= 0.02s, N= 54k] =Qh1+
44: "WAC.055" -- 43 score= -0.85 pv [D= 5, T= 0.32s, N= 674k] =Rff1
45: "WAC.056" OK 44 score= +5.20 pv [D= 2, T= 0.01s, N= 6k] =Bxf2+
46: "WAC.057" OK 45 score=+104.85 pv [D= 0, T= 0.00s, N= 0k] =Rf8+
47: "WAC.058" OK 46 score= +5.89 pv [D= 5, T= 0.13s, N= 311k] =Qd1+
48: "WAC.059" OK 47 score= +4.44 pv [D= 3, T= 0.01s, N= 14k] =Nd5
49: "WAC.062" OK 48 score= -0.08 pv [D= 3, T= 0.03s, N= 50k] =Rxg3+
50: "WAC.063" OK 49 score= +1.31 pv [D= 3, T= 0.12s, N= 163k] =Nxf7
51: "WAC.064" OK 50 score=+104.85 pv [D= 0, T= 0.00s, N= 0k] =g4+
52: "WAC.065" OK 51 score= +8.73 pv [D= 1, T= 0.00s, N= 2k] =Ne7+
53: "WAC.066" OK 52 score= +3.54 pv [D= 7, T= 0.35s, N= 886k] =Qxe5
54: "WAC.067" OK 53 score= +3.85 pv [D= 3, T= 0.01s, N= 13k] =Rxd5
55: "WAC.068" OK 54 score= +4.97 pv [D= 3, T= 0.01s, N= 13k] =Qxe3
56: "WAC.070" OK 55 score= +6.13 pv [D= 1, T= 0.00s, N= 3k] =Na2+
57: "WAC.071" -- 55 score= -0.85 pv [D= 6, T= 0.48s, N= 947k] =Qg3
58: "WAC.072" OK 56 score= +2.26 pv [D= 0, T= 0.00s, N= 0k] =e6
59: "WAC.073" OK 57 score= +3.30 pv [D= 4, T= 0.09s, N= 163k] =Qd2
60: "WAC.075" OK 58 score= +4.64 pv [D= 4, T= 0.03s, N= 65k] =Qd6
61: "WAC.076" OK 59 score= +1.92 pv [D= 1, T= 0.01s, N= 13k] =Bxf6
62: "WAC.077" OK 60 score= +8.18 pv [D= 3, T= 0.04s, N= 69k] =Ng3
63: "WAC.078" OK 61 score= +3.53 pv [D= 2, T= 0.01s, N= 11k] =Ng5+
64: "WAC.080" -- 61 score= +0.66 pv [D= 0, T= 0.00s, N= 0k] =d5
65: "WAC.081" OK 62 score= +0.64 pv [D= 4, T= 0.03s, N= 62k] =Bd6
66: "WAC.082" OK 63 score= +7.52 pv [D= 6, T= 0.45s, N= 1109k] =Bh7+
67: "WAC.084" OK 64 score=+104.85 pv [D= 2, T= 0.01s, N= 26k] =Qg8+
68: "WAC.086" OK 65 score= +0.62 pv [D= 4, T= 0.01s, N= 18k] =Ng4+
69: "WAC.087" -- 65 score= +1.76 pv [D= 6, T= 0.05s, N= 165k] =c4
70: "WAC.088" OK 66 score= +3.84 pv [D= 4, T= 0.04s, N= 102k] =Rxg2+
71: "WAC.090" OK 67 score= +1.72 pv [D= 4, T= 0.04s, N= 72k] =Nxg7
72: "WAC.091" -- 67 score= +0.78 pv [D= 1, T= 0.01s, N= 6k] =Nc2
73: "WAC.092" -- 67 score= +0.05 pv [D= 5, T= 1.06s, N= 1632k] =Bc4
74: "WAC.093" OK 68 score= +1.69 pv [D= 2, T= 0.01s, N= 6k] =Bh6
75: "WAC.094" OK 69 score= +8.36 pv [D= 2, T= 0.00s, N= 3k] =e4+
76: "WAC.095" OK 70 score= +5.22 pv [D= 2, T= 0.00s, N= 1k] =Ng4+
77: "WAC.097" OK 71 score=+104.85 pv [D= 3, T= 0.05s, N= 185k] =Qa8+
78: "WAC.098" OK 72 score= +5.93 pv [D= 4, T= 0.06s, N= 134k] =Nxe4
79: "WAC.099" OK 73 score=+104.85 pv [D= 3, T= 0.02s, N= 47k] =Rh5
80: "WAC.101" OK 74 score= +1.76 pv [D= 6, T= 0.08s, N= 274k] =Bc3
81: "WAC.103" OK 75 score=+104.85 pv [D= 4, T= 2.01s, N= 6567k] =Qxg6+
82: "WAC.107" OK 76 score= +1.90 pv [D= 1, T= 0.00s, N= 0k] =Nb5
83: "WAC.108" OK 77 score= +3.01 pv [D= 3, T= 0.02s, N= 44k] =Qe5
84: "WAC.109" OK 78 score= +0.53 pv [D= 0, T= 0.00s, N= 0k] =c3
85: "WAC.110" OK 79 score= +7.78 pv [D= 3, T= 0.01s, N= 19k] =Be3
86: "WAC.111" OK 80 score= +6.79 pv [D= 4, T= 0.03s, N= 69k] =Qf1+
87: "WAC.112" OK 81 score= +2.96 pv [D= 0, T= 0.00s, N= 0k] =Rxe6
88: "WAC.113" OK 82 score= +1.11 pv [D= 3, T= 0.01s, N= 8k] =Qxf6
89: "WAC.114" OK 83 score= +2.90 pv [D= 4, T= 0.06s, N= 116k] =Bxh7+
90: "WAC.115" OK 84 score= +2.03 pv [D= 0, T= 0.00s, N= 0k] =Nd6
91: "WAC.116" OK 85 score= +1.37 pv [D= 6, T= 1.13s, N= 2126k] =Rd2
92: "WAC.117" OK 86 score= +7.50 pv [D= 3, T= 0.01s, N= 9k] =Ne4
93: "WAC.118" OK 87 score= +4.61 pv [D= 1, T= 0.00s, N= 2k] =Rh4
94: "WAC.119" OK 88 score= +3.77 pv [D= 5, T= 0.09s, N= 198k] =Qxd3
95: "WAC.121" OK 89 score= +9.18 pv [D= 3, T= 0.01s, N= 16k] =Bxf3+
96: "WAC.122" OK 90 score= +9.59 pv [D= 2, T= 0.02s, N= 26k] =Rxf1+
97: "WAC.124" OK 91 score= +2.49 pv [D= 5, T= 0.05s, N= 135k] =g3
98: "WAC.125" OK 92 score= +2.91 pv [D= 4, T= 0.04s, N= 84k] =Bxd4+
99: "WAC.126" OK 93 score= +4.76 pv [D= 2, T= 0.00s, N= 7k] =Rxc6+
100: "WAC.127" OK 94 score= +3.14 pv [D= 5, T= 0.17s, N= 334k] =Rxb7
101: "WAC.128" OK 95 score= +2.58 pv [D= 3, T= 0.01s, N= 26k] =Qg6
102: "WAC.129" OK 96 score= +1.71 pv [D= 4, T= 0.03s, N= 58k] =Bf3
103: "WAC.130" OK 97 score= +0.33 pv [D= 7, T= 0.41s, N= 1033k] =Qh6
104: "WAC.133" OK 98 score= +2.36 pv [D= 5, T= 0.44s, N= 859k] =Bh4
105: "WAC.134" OK 99 score=+104.85 pv [D= 4, T= 1.50s, N= 6425k] =Rd1+
106: "WAC.135" OK 100 score= +1.10 pv [D= 1, T= 0.00s, N= 3k] =Nd4
107: "WAC.137" OK 101 score= +2.51 pv [D= 3, T= 0.07s, N= 95k] =Rd7
108: "WAC.138" -- 101 score= -2.30 pv [D= 6, T= 1.51s, N= 3340k] =Re5
109: "WAC.139" OK 102 score=+104.85 pv [D= 4, T= 1.23s, N= 3706k] =Nf6+
110: "WAC.140" OK 103 score= +9.12 pv [D= 5, T= 0.15s, N= 400k] =Rc7
111: "WAC.141" -- 103 score= -1.07 pv [D= 2, T= 0.00s, N= 6k] =Kf1
112: "WAC.143" OK 104 score=+104.85 pv [D= 3, T= 0.08s, N= 248k] =Rxh6+
113: "WAC.144" OK 105 score= +1.83 pv [D= 5, T= 0.10s, N= 208k] =d3
114: "WAC.147" OK 106 score= +1.51 pv [D= 5, T= 0.25s, N= 392k] =Nxg4
115: "WAC.148" OK 107 score= +8.81 pv [D= 4, T= 0.05s, N= 75k] =Rxg7
116: "WAC.149" OK 108 score= +1.18 pv [D= 4, T= 0.04s, N= 85k] =Bxg2
117: "WAC.151" OK 109 score= +0.78 pv [D= 7, T= 0.35s, N= 957k] =Nc3
118: "WAC.152" OK 110 score= +1.64 pv [D= 7, T= 1.11s, N= 2265k] =Ne4
119: "WAC.154" OK 111 score=+104.85 pv [D= 2, T= 0.02s, N= 34k] =Qxf7+
120: "WAC.155" -- 111 score= +0.60 pv [D= 1, T= 0.00s, N= 1k] =Qc8
121: "WAC.156" OK 112 score=+104.85 pv [D= 2, T= 0.02s, N= 53k] =Qxh6+
122: "WAC.157" -- 112 score= -1.09 pv [D= 7, T= 2.44s, N= 4962k] =Re3
123: "WAC.159" OK 113 score= +7.00 pv [D= 2, T= 0.01s, N= 13k] =Ne6+
124: "WAC.162" OK 114 score= +1.55 pv [D= 4, T= 0.08s, N= 120k] =Bd5
125: "WAC.163" -- 114 score= +0.67 pv [D= 0, T= 0.00s, N= 0k] =cxd5
126: "WAC.164" OK 115 score= +2.96 pv [D= 3, T= 0.01s, N= 13k] =Rxc4+
127: "WAC.165" OK 116 score= +2.94 pv [D= 4, T= 0.02s, N= 38k] =Re2
128: "WAC.166" OK 117 score= +2.69 pv [D= 3, T= 0.01s, N= 29k] =d4
129: "WAC.168" OK 118 score=+15.42 pv [D= 3, T= 0.01s, N= 17k] =Qd2+
130: "WAC.169" OK 119 score= +3.58 pv [D= 5, T= 0.17s, N= 370k] =Bh6
131: "WAC.170" OK 120 score= +3.90 pv [D= 4, T= 0.03s, N= 80k] =Qxc4
132: "WAC.171" OK 121 score= +2.34 pv [D= 5, T= 0.42s, N= 807k] =Bh6+
133: "WAC.173" OK 122 score=+104.85 pv [D= 0, T= 0.00s, N= 0k] =Qh6+
134: "WAC.175" OK 123 score= +1.98 pv [D= 3, T= 0.02s, N= 34k] =Nh5
135: "WAC.178" -- 123 score= +0.00 pv [D= 2, T= 0.01s, N= 11k] =Qxh7+
136: "WAC.180" -- 123 score= +0.30 pv [D= 6, T= 2.17s, N= 3720k] =a5
137: "WAC.181" OK 124 score= +6.73 pv [D= 3, T= 0.01s, N= 11k] =Ng4
138: "WAC.182" OK 125 score= +6.41 pv [D= 4, T= 0.14s, N= 237k] =Qh5
139: "WAC.187" OK 126 score= +5.74 pv [D= 4, T= 0.02s, N= 41k] =Nh3+
140: "WAC.188" OK 127 score=+104.85 pv [D= 2, T= 0.02s, N= 59k] =Qg7+
141: "WAC.190" OK 128 score= +5.26 pv [D= 8, T= 1.70s, N= 4960k] =Bh3
142: "WAC.192" OK 129 score= +7.25 pv [D= 2, T= 0.02s, N= 14k] =Nd3+
143: "WAC.194" OK 130 score= +4.37 pv [D= 5, T= 0.12s, N= 277k] =Nh6+
144: "WAC.195" OK 131 score= +2.05 pv [D= 6, T= 0.23s, N= 478k] =g3
145: "WAC.196" -- 131 score= -0.54 pv [D= 1, T= 0.00s, N= 2k] =Rb6
146: "WAC.197" OK 132 score=+104.85 pv [D= 0, T= 0.00s, N= 0k] =Qf1+
147: "WAC.198" OK 133 score= +3.05 pv [D= 5, T= 0.11s, N= 224k] =Rd3
148: "WAC.200" OK 134 score= +1.82 pv [D= 6, T= 0.74s, N= 1458k] =Bxf6
149: "WAC.201" OK 135 score=+18.65 pv [D= 3, T= 0.01s, N= 28k] =Ra7
150: "WAC.202" OK 136 score= +0.57 pv [D= 0, T= 0.00s, N= 0k] =Rxa2
151: "WAC.203" OK 137 score=+104.85 pv [D= 3, T= 0.01s, N= 28k] =Qh6
152: "WAC.204" OK 138 score= -0.83 pv [D= 6, T= 0.29s, N= 728k] =Rxe5
153: "WAC.205" OK 139 score= +2.38 pv [D= 4, T= 0.08s, N= 140k] =Qxg5
154: "WAC.206" OK 140 score= +1.11 pv [D= 4, T= 0.02s, N= 43k] =Rc6
155: "WAC.207" OK 141 score= -0.03 pv [D= 7, T= 0.73s, N= 1730k] =Qxg7+
156: "WAC.208" OK 142 score= +7.89 pv [D= 8, T= 3.00s, N= 8005k] =Bf7+
157: "WAC.210" OK 143 score= +0.22 pv [D= 8, T= 2.56s, N= 7082k] =Rh1
158: "WAC.212" -- 143 score= -2.53 pv [D= 4, T= 0.23s, N= 383k] =Qh5
159: "WAC.213" OK 144 score= +0.00 pv [D= 9, T= 3.73s, N= 9326k] =Rxh7+
160: "WAC.215" OK 145 score=+104.85 pv [D= 3, T= 0.01s, N= 16k] =Qh7+
161: "WAC.219" OK 146 score=+104.85 pv [D= 3, T= 0.06s, N= 257k] =Qf1+
162: "WAC.220" OK 147 score= +5.22 pv [D= 6, T= 0.61s, N= 1150k] =Qxf1+
163: "WAC.222" -- 147 score= +0.07 pv [D= 0, T= 0.00s, N= 0k] =bxa3
164: "WAC.227" OK 148 score= +2.72 pv [D= 4, T= 0.08s, N= 120k] =d5
165: "WAC.228" -- 148 score= -0.22 pv [D= 2, T= 0.01s, N= 18k] =Be5
166: "WAC.231" OK 149 score= +0.69 pv [D= 5, T= 0.09s, N= 187k] =Bg5
167: "WAC.236" OK 150 score= +0.95 pv [D= 5, T= 0.04s, N= 116k] =Rc1
168: "WAC.237" -- 150 score= +0.34 pv [D= 3, T= 0.06s, N= 128k] =Rc5+
169: "WAC.238" OK 151 score= +2.46 pv [D= 8, T= 2.21s, N= 5292k] =Bxb7
170: "WAC.240" OK 152 score= +4.33 pv [D= 5, T= 0.11s, N= 260k] =Qxc6
171: "WAC.242" OK 153 score= +3.92 pv [D= 4, T= 0.06s, N= 115k] =Rxd7
172: "WAC.250" OK 154 score=+15.60 pv [D= 8, T= 1.54s, N= 3484k] =Re8+
173: "WAC.254" OK 155 score= +3.48 pv [D= 3, T= 0.04s, N= 60k] =Nxh3
174: "WAC.255" OK 156 score= +2.31 pv [D= 1, T= 0.00s, N= 2k] =Rfxg6+
175: "WAC.256" -- 156 score= -0.24 pv [D= 5, T= 0.26s, N= 470k] =Qg4
176: "WAC.257" OK 157 score= +2.98 pv [D= 6, T= 0.92s, N= 1932k] =Rxd4
177: "WAC.258" OK 158 score= +0.07 pv [D= 5, T= 0.11s, N= 209k] =Bxg6
178: "WAC.260" -- 158 score= -0.04 pv [D= 0, T= 0.00s, N= 0k] =Ne6
179: "WAC.262" OK 159 score= +0.00 pv [D= 2, T= 0.01s, N= 14k] =Rh6
180: "WAC.263" OK 160 score=+104.85 pv [D= 4, T= 1.77s, N= 4867k] =Qg8+
181: "WAC.265" -- 160 score= +0.32 pv [D= 0, T= 0.00s, N= 0k] =Qxe4
182: "WAC.266" OK 161 score= +4.22 pv [D= 6, T= 0.31s, N= 700k] =Rxh2+
183: "WAC.267" OK 162 score=+12.89 pv [D= 3, T= 0.01s, N= 34k] =Nc7+
184: "WAC.269" -- 162 score= +0.81 pv [D= 8, T= 4.25s, N= 8309k] =O-O-O
185: "WAC.270" -- 162 score= +0.73 pv [D= 9, T= 2.81s, N= 6578k] =Rxe8+
186: "WAC.271" OK 163 score= -0.85 pv [D= 3, T= 0.01s, N= 9k] =Rd6
187: "WAC.272" OK 164 score= +1.80 pv [D= 5, T= 0.27s, N= 504k] =Bxc5
188: "WAC.278" OK 165 score= +0.23 pv [D= 0, T= 0.00s, N= 0k] =Bf7+
189: "WAC.281" OK 166 score= +6.62 pv [D= 6, T= 0.09s, N= 192k] =Rxh7+
190: "WAC.282" -- 166 score= -1.86 pv [D= 4, T= 0.02s, N= 49k] =Re1
191: "WAC.283" -- 166 score= -5.14 pv [D= 7, T= 2.18s, N= 4744k] =Nf4
192: "WAC.286" OK 167 score= +1.76 pv [D= 3, T= 0.01s, N= 22k] =Rxd5+
193: "WAC.288" OK 168 score= +3.88 pv [D= 5, T= 0.14s, N= 245k] =Nf6+
194: "WAC.289" OK 169 score= +2.92 pv [D= 4, T= 0.04s, N= 73k] =Qe5
195: "WAC.292" OK 170 score= +1.81 pv [D= 3, T= 0.01s, N= 24k] =d6+
196: "WAC.293" -- 170 score= -0.58 pv [D= 6, T= 2.14s, N= 3773k] =Qf4
197: "WAC.295" OK 171 score=+104.85 pv [D= 3, T= 0.04s, N= 109k] =Rxd5+
198: "WAC.298" OK 172 score=+104.85 pv [D= 4, T= 0.37s, N= 1579k] =Qh8+
199: "WAC.300" OK 173 score= +2.50 pv [D= 3, T= 0.01s, N= 26k] =g6
200: "WAC.301" OK 174 score= +1.24 pv [D= 6, T= 0.51s, N= 859k] =Nd4
score=174/200 [averages on correct positions: depth=3.4 time=0.22 nodes=548192]-
Dann Corbit
- Posts: 12540
- Joined: Wed Mar 08, 2006 8:57 pm
- Location: Redmond, WA USA
Re: WAC cleaned and revised (201 positions)
For WAC.140, Bc7 is a mate in 27. I realize that Rc7 is a mate in 12, but both moves win.
[d]r2b1rk1/pq4p1/4ppQP/3pB1p1/3P4/2R5/PP3PP1/5RK1 w - - ce 32714; dm 27; pv Bc7 Rf7 h7+ Kh8 Qxf7 Be7 Qxe7 Qc8 Re1 Qe8 Rxe6 Qxe7 Rxe7 Kxh7 Rc5 Kg6 Rxd5 Rh8 Rdd7 Kf5 f3 Rh7 Rxg7 Rxg7 Rxg7 Ke6 Bd8 a6 Ra7 Kd5 Rxa6 Kxd4 Bxf6+ Kd5 Bxg5 Kd4 Rd6+ Kc5 Bf4 Kb5 g4 Ka4 g5 Kb5 g6 Kb4 g7 Kb5 g8=Q Kc5 Qc8+ Kb5 Qc6+ Kb4 Bd2#;
[d]r2b1rk1/pq4p1/4ppQP/3pB1p1/3P4/2R5/PP3PP1/5RK1 w - - ce 32714; dm 27; pv Bc7 Rf7 h7+ Kh8 Qxf7 Be7 Qxe7 Qc8 Re1 Qe8 Rxe6 Qxe7 Rxe7 Kxh7 Rc5 Kg6 Rxd5 Rh8 Rdd7 Kf5 f3 Rh7 Rxg7 Rxg7 Rxg7 Ke6 Bd8 a6 Ra7 Kd5 Rxa6 Kxd4 Bxf6+ Kd5 Bxg5 Kd4 Rd6+ Kc5 Bf4 Kb5 g4 Ka4 g5 Kb5 g6 Kb4 g7 Kb5 g8=Q Kc5 Qc8+ Kb5 Qc6+ Kb4 Bd2#;
Taking ideas is not a vice, it is a virtue. We have another word for this. It is called learning.
But sharing ideas is an even greater virtue. We have another word for this. It is called teaching.
But sharing ideas is an even greater virtue. We have another word for this. It is called teaching.
-
MikeB
- Posts: 4889
- Joined: Thu Mar 09, 2006 6:34 am
- Location: Pen Argyl, Pennsylvania
Re: WAC cleaned and revised (201 positions)
latest Black Diamond , giving it 1/4 of a second, single core , I hit the character limit, so the next post will have the missing positions at the end
Code: Select all
Mac-Pro:cluster.mfb michaelbyrne$ python analyze.py wacsilver200.epd | tee bd121119-.25.txt
engine: Black-Diamond-121119
cores: 1
hash size: 16
search time: 0.25 seconds
5rk1/1ppb3p/p1pb4/6q1/3P1p1r/2P1R2P/PP1BQ1P1/5RKN w - - bm Rg3; id "WAC.003";
depth 17 seldepth 29 multipv 1 score +359 nodes 452315 nps 1802051 tbhits 0 time 0.251 pv Rg3 Rg4 Rxg4 Bxg4 Qxg4 Qxg4 hxg4 c5 Kf2 cxd4 cxd4 c5 Kf3 cxd4 Nf2 Rc8 Rc1 Rxc1 Bxc1 Kf7 Bxf4 Bxf4 Kxf4 Kf6 a4 a5 Ke4 d3
++ solved in 0.002 seconds (516 nodes) (1 out of 1 solved, 100.0%)
r1bq2rk/pp3pbp/2p1p1pQ/7P/3P4/2PB1N2/PP3PPR/2KR4 w - - bm Qxh7+; id "WAC.004";
depth 191 seldepth 3 multipv 1 score #+2 nodes 104332 nps 2980914 tbhits 0 time 0.035 pv Qxh7+ Kxh7 hxg6#
++ solved in 0.002 seconds (190 nodes) (2 out of 2 solved, 100.0%)
5k2/6pp/p1qN4/1p1p4/3P4/2PKP2Q/PP3r2/3R4 b - - bm Qc4+; id "WAC.005";
depth 191 seldepth 3 multipv 1 score #+2 nodes 69076 nps 3003304 tbhits 0 time 0.023 pv Qc4+ Nxc4 bxc4#
++ solved in 0.001 seconds (74 nodes) (3 out of 3 solved, 100.0%)
7k/p7/1R5K/6r1/6p1/6P1/8/8 w - - bm Rb7; id "WAC.006";
depth 19 seldepth 61 multipv 1 score +3659 nodes 456103 nps 1817143 tbhits 23697 time 0.251 pv Rb7 Rb5 Rxb5 Kg8 Kh5 Kf7 Kxg4 Ke6 Ra5 Kd6 Rxa7 Kd5 Kf4 Ke6 Ra5 Kd7 Ke4 Ke7 Ra7+ Kf6 Rc7 Kg6 Rc6+ Kh5 Ke5 Kg4 Rg6+ Kf3
++ solved in 0.003 seconds (116 nodes) (4 out of 4 solved, 100.0%)
rnbqkb1r/pppp1ppp/8/4P3/6n1/7P/PPPNPPP1/R1BQKBNR b KQkq - bm Ne3; id "WAC.007";
depth 12 seldepth 21 multipv 1 score +542 nodes 419291 nps 1670482 tbhits 0 time 0.251 pv Ne3 Ngf3 Nxd1 Kxd1 h6 e3 d6 exd6 Bxd6 Bd3 O-O Ke2 Be6
++ solved in 0.003 seconds (2596 nodes) (5 out of 5 solved, 100.0%)
r4q1k/p2bR1rp/2p2Q1N/5p2/5p2/2P5/PP3PPP/R5K1 w - - bm Rf7; id "WAC.008";
depth 17 seldepth 13 multipv 1 score #+7 nodes 486439 nps 1938003 tbhits 0 time 0.251 pv Rf7 Be6 Rxf8+ Rxf8 Qxf8+ Bg8 Qf6 Be6 Re1 Bg8 Nxf5 a5 Qxg7#
++ solved in 0.042 seconds (93929 nodes) (6 out of 6 solved, 100.0%)
2br2k1/2q3rn/p2NppQ1/2p1P3/Pp5R/4P3/1P3PPP/3R2K1 w - - bm Rxh7; id "WAC.010";
depth 17 seldepth 36 multipv 1 score +419 nodes 509159 nps 2028521 tbhits 0 time 0.251 pv Rxh7 fxe5 Qxg7+ Qxg7 Rxg7+ Kxg7 Nf5+ exf5 Rxd8 Be6 Rd6 Kf7 Rxa6 Bd7 a5 c4 Ra7 Ke6 Rc7 c3 bxc3 Kd6 Rxd7+ Kxd7 cxb4 Kc6 h4 Kb5 h5 Kxb4
++ solved in 0.001 seconds (183 nodes) (7 out of 7 solved, 100.0%)
r1b1kb1r/3q1ppp/pBp1pn2/8/Np3P2/5B2/PPP3PP/R2Q1RK1 w kq - bm Bxc6; id "WAC.011";
depth 13 seldepth 24 multipv 1 score +538 nodes 464680 nps 1851314 tbhits 0 time 0.251 pv Bxc6
++ solved in 0.006 seconds (8370 nodes) (8 out of 8 solved, 100.0%)
4k1r1/2p3r1/1pR1p3/3pP2p/3P2qP/P4N2/1PQ4P/5R1K b - - bm Qxf3+; id "WAC.012";
depth 191 seldepth 3 multipv 1 score #+2 nodes 61006 nps 3050300 tbhits 0 time 0.02 pv Qxf3+ Rxf3 Rg1#
++ solved in 0.001 seconds (94 nodes) (9 out of 9 solved, 100.0%)
5rk1/pp4p1/2n1p2p/2Npq3/2p5/6P1/P3P1BP/R4Q1K w - - bm Qxf8+; id "WAC.013";
depth 16 seldepth 42 multipv 1 score +158 nodes 445672 nps 1775585 tbhits 0 time 0.251 pv Qxf8+ Kxf8 Nd7+ Ke7 Nxe5 Nxe5 a4 b6 Kg1 Kd6 h3 Kc5 Kf2 c3 h4 g5 Ke3 Kc4 hxg5 hxg5 Rc1 Kb3
++ solved in 0.002 seconds (125 nodes) (10 out of 10 solved, 100.0%)
r2rb1k1/pp1q1p1p/2n1p1p1/2bp4/5P2/PP1BPR1Q/1BPN2PP/R5K1 w - - bm Qxh7+; id "WAC.014";
depth 28 seldepth 7 multipv 1 score #+4 nodes 518585 nps 2066075 tbhits 0 time 0.251 pv Qxh7+ Kf8 Bf6 Bxe3+ Rxe3 b5 Qh8#
++ solved in 0.012 seconds (18477 nodes) (11 out of 11 solved, 100.0%)
r4rk1/ppp2ppp/2n5/2bqp3/8/P2PB3/1PP1NPPP/R2Q1RK1 w - - bm Nc3; id "WAC.016";
depth 14 seldepth 27 multipv 1 score +296 nodes 380766 nps 1516996 tbhits 0 time 0.251 pv Nc3 Qd7 Bxc5 Rfe8 Be3 Rad8 Ne4 b6 Bg5 Ra8 Ng3 a5 Bd2 f5 b4 Rad8 Qb1 Nd4 bxa5
++ solved in 0.002 seconds (113 nodes) (12 out of 12 solved, 100.0%)
1k5r/pppbn1pp/4q1r1/1P3p2/2NPp3/1QP5/P4PPP/R1B1R1K1 w - - bm Ne5; id "WAC.017";
depth 13 seldepth 22 multipv 1 score +155 nodes 369081 nps 1470442 tbhits 0 time 0.251 pv Ne5
++ solved in 0.001 seconds (144 nodes) (13 out of 13 solved, 100.0%)
R7/P4k2/8/8/8/8/r7/6K1 w - - bm Rh8; id "WAC.018";
depth 6 seldepth 42 multipv 1 score +3555 nodes 699499 nps 2786848 tbhits 10263 time 0.251 pv Rh8
++ solved in 0.002 seconds (7 nodes) (14 out of 14 solved, 100.0%)
r1b2rk1/ppbn1ppp/4p3/1QP4q/3P4/N4N2/5PPP/R1B2RK1 w - - bm c6; id "WAC.019";
depth 16 seldepth 27 multipv 1 score +111 nodes 395625 nps 1576195 tbhits 0 time 0.251 pv c6 Qxb5
++ solved in 0.002 seconds (1109 nodes) (15 out of 15 solved, 100.0%)
r2qkb1r/1ppb1ppp/p7/4p3/P1Q1P3/2P5/5PPP/R1B2KNR b kq - bm Bb5; id "WAC.020";
depth 14 seldepth 32 multipv 1 score +754 nodes 508297 nps 2025087 tbhits 0 time 0.251 pv Bb5
++ solved in 0.002 seconds (1518 nodes) (16 out of 16 solved, 100.0%)
5rk1/1b3p1p/pp3p2/3n1N2/1P6/P1qB1PP1/3Q3P/4R1K1 w - - bm Qh6; id "WAC.021";
depth 16 seldepth 40 multipv 1 score +615 nodes 566999 nps 2258960 tbhits 3 time 0.251 pv Qh6 Qxe1+ Bf1 Qe3+ Nxe3 Nxe3 Bd3 f5 Qxe3 Bc8 Qxb6 Kg7 Bxa6 Bxa6 Qxa6 f4 gxf4 Re8 Qd3 Re6 f5 Rf6 Kg2
++ solved in 0.021 seconds (37512 nodes) (17 out of 17 solved, 100.0%)
r1bqk2r/ppp1nppp/4p3/n5N1/2BPp3/P1P5/2P2PPP/R1BQK2R w KQkq - bm Nxf7; id "WAC.022";
depth 14 seldepth 26 multipv 1 score +74 nodes 338060 nps 1346852 tbhits 0 time 0.251 pv Nxf7 Kxf7
++ solved in 0.035 seconds (46844 nodes) (18 out of 18 solved, 100.0%)
r3nrk1/2p2p1p/p1p1b1p1/2NpPq2/3R4/P1N1Q3/1PP2PPP/4R1K1 w - - bm g4; id "WAC.023";
depth 15 seldepth 25 multipv 1 score +517 nodes 439381 nps 1743575 tbhits 0 time 0.252 pv g4 Qxc2 Re2 Qxe2 Nxe2 Ng7 h3 Rfb8 Rd2 h5 f3 Rb5 b4 a5 Nd4 Rb6 Na4 Rba6
++ solved in 0.026 seconds (38537 nodes) (19 out of 19 solved, 100.0%)
6k1/1b1nqpbp/pp4p1/5P2/1PN5/4Q3/P5PP/1B2B1K1 b - - bm Bd4; id "WAC.024";
depth 15 seldepth 30 multipv 1 score +696 nodes 545410 nps 2172948 tbhits 53 time 0.251 pv Bd4 Kf2 Bxe3+ Nxe3 Qh4+ Ke2 Qxh2 fxg6 fxg6 Kd1 Qe5 Bd2 Qb2 Bc2 Qxa2 Kc1 Ne5 g3 Qe6
++ solved in 0.001 seconds (160 nodes) (20 out of 20 solved, 100.0%)
3R1rk1/8/5Qpp/2p5/2P1p1q1/P3P3/1P2PK2/8 b - - bm Qh4+; id "WAC.025";
depth 15 seldepth 38 multipv 1 score +1421 nodes 598344 nps 2383840 tbhits 1549 time 0.251 pv Qh4+
++ solved in 0.002 seconds (163 nodes) (21 out of 21 solved, 100.0%)
3r2k1/1p1b1pp1/pq5p/8/3NR3/2PQ3P/PP3PP1/6K1 b - - bm Bf5; id "WAC.026";
depth 15 seldepth 29 multipv 1 score +187 nodes 418878 nps 1668836 tbhits 0 time 0.251 pv Bf5
++ solved in 0.002 seconds (1547 nodes) (22 out of 22 solved, 100.0%)
7k/pp4np/2p3p1/3pN1q1/3P4/Q7/1r3rPP/2R2RK1 w - - bm Qf8+; id "WAC.027";
depth 191 seldepth 3 multipv 1 score #+2 nodes 69084 nps 2302800 tbhits 0 time 0.03 pv Qf8+ Rxf8 Rxf8#
++ solved in 0.002 seconds (252 nodes) (23 out of 23 solved, 100.0%)
1r1r2k1/4pp1p/2p1b1p1/p3R3/RqBP4/4P3/1PQ2PPP/6K1 b - - bm Qe1+; id "WAC.028";
depth 15 seldepth 27 multipv 1 score +465 nodes 422183 nps 1682003 tbhits 0 time 0.251 pv Qe1+ Bf1 Bb3 Qc3 Qxc3 bxc3 Bxa4 Rxa5 Ra8 Re5 Kf8 g3 Rdb8 Rc5 Rb2 c4 Rb1 Kg2 Bc2 Be2 Ra2 Bf3 Bd3 Bxc6
++ solved in 0.002 seconds (261 nodes) (24 out of 24 solved, 100.0%)
r2q2k1/pp1rbppp/4pn2/2P5/1P3B2/6P1/P3QPBP/1R3RK1 w - - bm c6; id "WAC.029";
depth 15 seldepth 37 multipv 1 score +151 nodes 379397 nps 1511541 tbhits 0 time 0.251 pv c6
++ solved in 0.034 seconds (51090 nodes) (25 out of 25 solved, 100.0%)
1r3r2/4q1kp/b1pp2p1/5p2/pPn1N3/6P1/P3PPBP/2QRR1K1 w - - bm Nxd6; id "WAC.030";
depth 16 seldepth 31 multipv 1 score +91 nodes 396311 nps 1578928 tbhits 0 time 0.251 pv Nxd6 Nxd6 Qxc6 Bb7 Qxd6 Qxd6 Rxd6 Bxg2 Kxg2 Rxb4 Ra6 Rc4 Rd1 Rc2 Rxa4 Rxe2 Rd7+ Rf7 Rxf7+ Kxf7 Ra7+ Ke6 a4 Ra2
++ solved in 0.012 seconds (16123 nodes) (26 out of 26 solved, 100.0%)
6k1/p4p1p/1p3np1/2q5/4p3/4P1N1/PP3PPP/3Q2K1 w - - bm Qd8+; id "WAC.032";
depth 15 seldepth 30 multipv 1 score +126 nodes 687787 nps 2740187 tbhits 1 time 0.251 pv Qd8+ Kg7 Qxf6+ Kxf6 Nxe4+ Ke5 Nxc5 bxc5 Kf1 g5 Ke2 h5 Kd3 Kd5 h3 h4 b3 f6 f3 f5 Kc3 a6 Kd3 Kd6
++ solved in 0.003 seconds (2024 nodes) (27 out of 27 solved, 100.0%)
7k/1b1r2p1/p6p/1p2qN2/3bP3/3Q4/P5PP/1B1R3K b - - bm Bg1; id "WAC.034";
depth 17 seldepth 34 multipv 1 score +316 nodes 475348 nps 1893816 tbhits 2 time 0.251 pv Bg1 Kxg1 Rxd3 Bxd3 Bxe4 Bxe4 Qxe4 Nd4 Qe3+ Kf1 Qa3 Rd2 Qc1+ Ke2 Qg1 Kf3 Qxh2 Kg4 g6 Nf3 Qc7 Kh3 Kg7 g3
++ solved in 0.001 seconds (140 nodes) (28 out of 28 solved, 100.0%)
r3r2k/2R3pp/pp1q1p2/8/3P3R/7P/PP3PP1/3Q2K1 w - - bm Rxh7+; id "WAC.035";
depth 33 seldepth 7 multipv 1 score #+4 nodes 581337 nps 2316083 tbhits 1 time 0.251 pv Rxh7+ Kxh7 Qh5+ Kg8 Qf7+ Kh7 Qxg7#
++ solved in 0.004 seconds (5200 nodes) (29 out of 29 solved, 100.0%)
3r4/2p1rk2/1pQq1pp1/7p/1P1P4/P4P2/6PP/R1R3K1 b - - bm Re1+; id "WAC.036";
depth 15 seldepth 32 multipv 1 score +470 nodes 471580 nps 1878804 tbhits 0 time 0.251 pv Re1+ Rxe1 Qxc6 Rac1 Qd6 Red1 Re8 b5 Re7 Rc3 Re2 Kh1 Qe7 Rcc1 f5 h3 f4
++ solved in 0.001 seconds (207 nodes) (30 out of 30 solved, 100.0%)
2r5/2rk2pp/1pn1pb2/pN1p4/P2P4/1N2B3/nPR1KPPP/3R4 b - - bm Nxd4+; id "WAC.037";
depth 15 seldepth 41 multipv 1 score +133 nodes 432596 nps 1723490 tbhits 0 time 0.251 pv Nxd4+ N5xd4
++ solved in 0.001 seconds (358 nodes) (31 out of 31 solved, 100.0%)
r1br2k1/pp2bppp/2nppn2/8/2P1PB2/2N2P2/PqN1B1PP/R2Q1R1K w - - bm Na4; id "WAC.039";
depth 15 seldepth 27 multipv 1 score +367 nodes 374423 nps 1491725 tbhits 0 time 0.251 pv Na4 Qxa1 Qxa1 Nh5 Be3 b6 Rd1 Nf6 Bf4 Nh5 Bd2 Bb7 Nc3 Rac8 Be3 h6 f4 Nf6 Kg1 Na5 Rd4
++ solved in 0.002 seconds (1053 nodes) (32 out of 32 solved, 100.0%)
3r1r1k/1p4pp/p4p2/8/1PQR4/6Pq/P3PP2/2R3K1 b - - bm Rc8; id "WAC.040";
depth 15 seldepth 29 multipv 1 score +437 nodes 445998 nps 1776884 tbhits 0 time 0.251 pv Rc8 a4 Rxc4 Rcxc4 Qe6 e3 Rc8 Rxc8+ Qxc8 a5 Kg8 Kf1 Kf7 g4 h6 Ke2 Qc6 Kd3 g6
++ solved in 0.002 seconds (484 nodes) (33 out of 33 solved, 100.0%)
r1b1r1k1/pp1n1pbp/1qp3p1/3p4/1B1P4/Q3PN2/PP2BPPP/R4RK1 w - - bm Ba5; id "WAC.042";
depth 15 seldepth 25 multipv 1 score +352 nodes 368407 nps 1467756 tbhits 0 time 0.251 pv Ba5 Bf8 Qc3 Bb4 Bxb4 Qc7 Bd3 Nf6 Qc2 Be6 Ba3 Ne4 h3 a5 Rac1 f6 Rfd1 Kg7 Bxe4 dxe4
++ solved in 0.002 seconds (556 nodes) (34 out of 34 solved, 100.0%)
3rb1k1/pq3pbp/4n1p1/3p4/2N5/2P2QB1/PP3PPP/1B1R2K1 b - - bm dxc4; id "WAC.044";
depth 16 seldepth 27 multipv 1 score +276 nodes 440227 nps 1753892 tbhits 0 time 0.251 pv dxc4 Rxd8 Nxd8 Qxb7 Nxb7 Bf4 Nc5 Bc2 a6 f3 Na4 Bxa4 Bxa4 Kf2 f5 h3 Kf7 Ke3 Ke6
++ solved in 0.001 seconds (125 nodes) (35 out of 35 solved, 100.0%)
7k/2p1b1pp/8/1p2P3/1P3r2/2P3Q1/1P5P/R4qBK b - - bm Qxa1; id "WAC.045";
depth 13 seldepth 29 multipv 1 score +624 nodes 467961 nps 1864386 tbhits 0 time 0.251 pv Qxa1 Qg2 Rf1 c4 bxc4 e6 Rf5 Qc6 Kg8 b3 Rf1 Qg2 Rxg1+ Qxg1 Qa8+ Qg2 Qxg2+ Kxg2
++ solved in 0.002 seconds (105 nodes) (36 out of 36 solved, 100.0%)
r1bqr1k1/pp1nb1p1/4p2p/3p1p2/3P4/P1N1PNP1/1PQ2PP1/3RKB1R w K - bm Nb5; id "WAC.046";
depth 15 seldepth 29 multipv 1 score +145 nodes 365061 nps 1454426 tbhits 0 time 0.251 pv Nb5 Nf6 Nc7 Rb8 Nxe8 Qxe8 Ne5 Bd7 Rc1 Bd6 Nxd7 Qxd7 Bd3 Rf8 O-O Kh7 Rfd1 Kg8 Qc3 g6 Rc2 a6 Qd2 Ne4 Bxe4
++ solved in 0.105 seconds (148946 nodes) (37 out of 37 solved, 100.0%)
r1b2rk1/pp2bppp/2n1pn2/q5B1/2BP4/2N2N2/PP2QPPP/2R2RK1 b - - bm Nxd4; id "WAC.047";
depth 14 seldepth 23 multipv 1 score +92 nodes 352478 nps 1404294 tbhits 0 time 0.251 pv Nxd4 Nxd4
++ solved in 0.002 seconds (163 nodes) (38 out of 38 solved, 100.0%)
1rbq1rk1/p1p1bppp/2p2n2/8/Q1BP4/2N5/PP3PPP/R1B2RK1 b - - bm Rb4; id "WAC.048";
depth 13 seldepth 24 multipv 1 score +315 nodes 355805 nps 1417549 tbhits 0 time 0.251 pv Rb4 Qxa7 Rxc4 a3 Rxd4 Be3 Rc4 Rfd1 Bd6 Rd4 Be6 Rad1
++ solved in 0.002 seconds (485 nodes) (39 out of 39 solved, 100.0%)
k4r2/1R4pb/1pQp1n1p/3P4/5p1P/3P2P1/r1q1R2K/8 w - - bm Rxb6+; id "WAC.050";
depth 57 seldepth 5 multipv 1 score #+3 nodes 609657 nps 2428912 tbhits 55 time 0.251 pv Rxb6+ Qxc6 Rxa2+ Qa4 Rxa4#
++ solved in 0.002 seconds (252 nodes) (40 out of 40 solved, 100.0%)
r1bq1r2/pp4k1/4p2p/3pPp1Q/3N1R1P/2PB4/6P1/6K1 w - - bm Rg4+; id "WAC.051";
depth 19 seldepth 15 multipv 1 score #+8 nodes 461072 nps 1836940 tbhits 0 time 0.251 pv Rg4+ Qg5 hxg5 Rf7 Qxh6+ Kg8 Rh4 Rg7 Qh8+ Kf7 g6+ Rxg6 Rh7+ Rg7 Rxg7#
++ solved in 0.003 seconds (2809 nodes) (41 out of 41 solved, 100.0%)
6k1/6p1/p7/3Pn3/5p2/4rBqP/P4RP1/5QK1 b - - bm Re1; id "WAC.053";
depth 13 seldepth 27 multipv 1 score +444 nodes 423981 nps 1689167 tbhits 8 time 0.251 pv Re1
++ solved in 0.001 seconds (381 nodes) (42 out of 42 solved, 100.0%)
r3kr2/1pp4p/1p1p4/7q/4P1n1/2PP2Q1/PP4P1/R1BB2K1 b q - bm Qh1+; id "WAC.054";
depth 191 seldepth 3 multipv 1 score #+2 nodes 98630 nps 3082187 tbhits 0 time 0.032 pv Qh1+ Kxh1 Rf1#
++ solved in 0.001 seconds (169 nodes) (43 out of 43 solved, 100.0%)
r3r1k1/pp1q1pp1/4b1p1/3p2B1/3Q1R2/8/PPP3PP/4R1K1 w - - bm Qxg7+; id "WAC.055";
depth 29 seldepth 7 multipv 1 score #+4 nodes 523712 nps 2086501 tbhits 0 time 0.251 pv Qxg7+ Kxg7 Bf6+ Kg8 Rh4 Bf5 Rh8#
++ solved in 0.063 seconds (91591 nodes) (44 out of 44 solved, 100.0%)
r1bqk2r/pppp1ppp/5n2/2b1n3/4P3/1BP3Q1/PP3PPP/RNB1K1NR b KQkq - bm Bxf2+; id "WAC.056";
depth 12 seldepth 26 multipv 1 score +558 nodes 401786 nps 1600741 tbhits 0 time 0.251 pv Bxf2+ Kxf2 Nxe4+ Ke2 Nxg3+ hxg3 Qf6 Bf4 Qa6+ c4 Nxc4 Ke1 Qc6 Bxc4 Qxc4
++ solved in 0.002 seconds (369 nodes) (45 out of 45 solved, 100.0%)
r3q1kr/ppp5/3p2pQ/8/3PP1b1/5R2/PPP3P1/5RK1 w - - bm Rf8+; id "WAC.057";
depth 44 seldepth 5 multipv 1 score #+3 nodes 852257 nps 3395446 tbhits 0 time 0.251 pv Rf8+ Qxf8 Rxf8+ Rxf8 Qxg6#
++ solved in 0.001 seconds (81 nodes) (46 out of 46 solved, 100.0%)
8/8/2R5/1p2qp1k/1P2r3/2PQ2P1/5K2/8 w - - bm Qd1+; id "WAC.058";
depth 11 seldepth 43 multipv 1 score +528 nodes 169676 nps 676000 tbhits 6581 time 0.251 pv Qd1+ Kg5 Qd2+ Rf4+ gxf4+ Qxf4+ Qxf4+ Kxf4 Rc5 Ke4 Rxb5 f4 c4 Kd3 c5 Kc4 Rb7 Kb3
++ solved in 0.039 seconds (27418 nodes) (47 out of 47 solved, 100.0%)
r1b2rk1/2p1qnbp/p1pp2p1/5p2/2PQP3/1PN2N1P/PB3PP1/3R1RK1 w - - bm Nd5; id "WAC.059";
depth 14 seldepth 29 multipv 1 score +507 nodes 488732 nps 1939412 tbhits 0 time 0.252 pv Nd5 Bxd4 Nxe7+ Kg7 Nxd4 Nd8 Nxc8 Kf7 Nxd6+ cxd6 exf5 c5 Nf3 Nb7 g4 Rae8 Kg2 Re2
++ solved in 0.001 seconds (160 nodes) (48 out of 48 solved, 100.0%)
6r1/3Pn1qk/p1p1P1rp/2Q2p2/2P5/1P4P1/P3R2P/5RK1 b - - bm Rxg3+; id "WAC.062";
depth 14 seldepth 27 multipv 1 score 0 nodes 408151 nps 1626099 tbhits 0 time 0.251 pv Rxg3+ Kh1 Rd3 Qf2 Qg5 Ree1 Rd2 Re2
++ solved in 0.003 seconds (3116 nodes) (49 out of 49 solved, 100.0%)
r1brnbk1/ppq2pp1/4p2p/4N3/3P4/P1PB1Q2/3B1PPP/R3R1K1 w - - bm Nxf7; id "WAC.063";
depth 13 seldepth 20 multipv 1 score +316 nodes 346415 nps 1380139 tbhits 0 time 0.251 pv Nxf7 Bd6 Nxd8 Qxd8 Bg6 Nf6 Rab1 Rb8 Bf4 Bxf4 Qxf4 Bd7 Qg3 Kh8 Re5
++ solved in 0.014 seconds (18529 nodes) (50 out of 50 solved, 100.0%)
8/6pp/3q1p2/3n1k2/1P6/3NQ2P/5PP1/6K1 w - - bm g4+; id "WAC.064";
depth 32 seldepth 5 multipv 1 score #+3 nodes 191815 nps 764203 tbhits 1509 time 0.251 pv g4+ Kg6 Qe8+ Kh6 Qh5#
++ solved in 0.002 seconds (1352 nodes) (51 out of 51 solved, 100.0%)
1r1r1qk1/p2n1p1p/bp1Pn1pQ/2pNp3/2P2P1N/1P5B/P6P/3R1RK1 w - - bm Ne7+; id "WAC.065";
depth 14 seldepth 36 multipv 1 score +1137 nodes 504878 nps 2011466 tbhits 0 time 0.251 pv Ne7+
++ solved in 0.002 seconds (520 nodes) (52 out of 52 solved, 100.0%)
1k1r2r1/ppq5/1bp4p/3pQ3/8/2P2N2/PP4P1/R4R1K b - - bm Qxe5; id "WAC.066";
depth 16 seldepth 31 multipv 1 score +448 nodes 440502 nps 1754988 tbhits 75 time 0.251 pv Qxe5 Nxe5 Rg5 Nxc6+ bxc6 Rf3 Rdg8 a4 Rxg2 a5 Bd8 Rf8 Rxf8 Kxg2 Rf6 Rf1 Rg6+ Kf2 Bxa5 Ke3 Rg3+ Rf3 Rxf3+ Kxf3 Bc7 c4 dxc4 Kg4
++ solved in 0.042 seconds (73595 nodes) (53 out of 53 solved, 100.0%)
3r2k1/p2q4/1p4p1/3rRp1p/5P1P/6PK/P3R3/3Q4 w - - bm Rxd5; id "WAC.067";
depth 16 seldepth 42 multipv 1 score +431 nodes 507110 nps 2020358 tbhits 9 time 0.251 pv Rxd5
++ solved in 0.011 seconds (17834 nodes) (54 out of 54 solved, 100.0%)
6k1/5ppp/1q6/2b5/8/2R1pPP1/1P2Q2P/7K w - - bm Qxe3; id "WAC.068";
depth 16 seldepth 20 multipv 1 score +494 nodes 465659 nps 1855215 tbhits 785 time 0.251 pv Qxe3 Qa6 Qxc5 Qf1+ Qg1 Qxg1+ Kxg1 g5 Rc8+ Kg7 Rc4 f6 h4 h5 Rc7+ Kh6 Kh2 Kg6 Kh3 Kh6
++ solved in 0.015 seconds (27147 nodes) (55 out of 55 solved, 100.0%)
2kr3r/pppq1ppp/3p1n2/bQ2p3/1n1PP3/1PN1BN1P/1PP2PP1/2KR3R b - - bm Na2+; id "WAC.070";
depth 14 seldepth 23 multipv 1 score +630 nodes 509849 nps 2031270 tbhits 0 time 0.251 pv Na2+ Nxa2 Qxb5 Bg5 Nxe4 Bxd8 Kxd8 dxe5 Nxf2 exd6 cxd6 Nc3 Qc5 Rhe1 Bxc3 bxc3 Nxd1 Rxd1 Qxc3
++ solved in 0.001 seconds (279 nodes) (56 out of 56 solved, 100.0%)
2kr3r/pp1q1ppp/5n2/1Nb5/2Pp1B2/7Q/P4PPP/1R3RK1 w - - bm Nxa7+; id "WAC.071";
depth 13 seldepth 40 multipv 1 score +367 nodes 364437 nps 1451940 tbhits 0 time 0.251 pv Nxa7+ Bxa7 Qa3 Nh5 Qxa7 Nxf4 Qa8+ Kc7 Rxb7+ Kd6 Rxd7+ Kxd7 Qb7+ Ke8 Re1+ Ne6 c5 d3 c6 d2
++ solved in 0.22 seconds (317273 nodes) (57 out of 57 solved, 100.0%)
r3r1k1/pp1n1ppp/2p5/4Pb2/2B2P2/B1P5/P5PP/R2R2K1 w - - bm e6; id "WAC.072";
depth 16 seldepth 27 multipv 1 score +243 nodes 384779 nps 1532984 tbhits 0 time 0.251 pv e6 Bxe6 Bxe6 Nf6 Bb3 a5 c4 Re4 Bd6 Rae8 c5 Re2 Be5 Ng4 Re1 Rxe1+ Rxe1 Nxe5 Rxe5 Rd8
++ solved in 0.002 seconds (658 nodes) (58 out of 58 solved, 100.0%)
r1q3rk/1ppbb1p1/4Np1p/p3pP2/P3P3/2N4R/1PP1Q1PP/3R2K1 w - - bm Qd2; id "WAC.073";
depth 14 seldepth 23 multipv 1 score +505 nodes 391985 nps 1561693 tbhits 0 time 0.251 pv Qd2 Kh7 Qxd7 Bd6 Qb5 Re8 Rg3 Rxe6 fxe6 Qxe6 Qxb7 Rg8 Qd5 Qe8 Qxa5
++ solved in 0.033 seconds (61407 nodes) (59 out of 59 solved, 100.0%)
r3r1k1/pppq1ppp/8/8/1Q4n1/7P/PPP2PP1/RNB1R1K1 b - - bm Qd6; id "WAC.075";
depth 15 seldepth 32 multipv 1 score +529 nodes 425061 nps 1693470 tbhits 0 time 0.251 pv Qd6
++ solved in 0.005 seconds (7759 nodes) (60 out of 60 solved, 100.0%)
r1b1qrk1/2p2ppp/pb1pnn2/1p2pNB1/3PP3/1BP5/PP2QPPP/RN1R2K1 w - - bm Bxf6; id "WAC.076";
depth 13 seldepth 21 multipv 1 score +390 nodes 357485 nps 1418591 tbhits 0 time 0.252 pv Bxf6 Nf4 Qg4 Ng6 Nh6+ Kh8 Qg5 a5 a4 Be6 Bc2 Rg8 d5 Bd7 Nd2 bxa4 Nxg8 Kxg8
++ solved in 0.001 seconds (281 nodes) (61 out of 61 solved, 100.0%)
3r2k1/ppp2ppp/6q1/b4n2/3nQB2/2p5/P4PPP/RN3RK1 b - - bm Ng3; id "WAC.077";
depth 14 seldepth 26 multipv 1 score +910 nodes 500555 nps 1994243 tbhits 0 time 0.251 pv Ng3
++ solved in 0.002 seconds (871 nodes) (62 out of 62 solved, 100.0%)
r2q3r/ppp2k2/4nbp1/5Q1p/2P1NB2/8/PP3P1P/3RR1K1 w - - bm Ng5+; id "WAC.078";
depth 15 seldepth 35 multipv 1 score +565 nodes 519717 nps 2070585 tbhits 0 time 0.251 pv Ng5+ Nxg5 Rd7+ Qxd7 Qxd7+ Kg8 Bxg5 Bxg5 Qd5+ Kh7 Qxg5 Rae8 Re7+ Rxe7 Qxe7+ Kh6 Qxc7 Rh7 Qf4+ Kg7 Qb8 g5 Qxa7 Kg6 Qb6+ Kf5
++ solved in 0.002 seconds (556 nodes) (63 out of 63 solved, 100.0%)
r4rk1/p1B1bpp1/1p2pn1p/8/2PP4/3B1P2/qP2QP1P/3R1RK1 w - - bm Ra1; id "WAC.080";
depth 15 seldepth 25 multipv 1 score +486 nodes 428588 nps 1707521 tbhits 0 time 0.251 pv Ra1 Qb3 Bc2 Qb4 Ra4 Rac8 Rxb4 Bxb4 Be5 Rfd8 Rd1 a5 b3 Bd6 f4 Kh8 h4 Bxe5 fxe5
++ solved in 0.021 seconds (31488 nodes) (64 out of 64 solved, 100.0%)
r4rk1/1bR1bppp/4pn2/1p2N3/1P6/P3P3/4BPPP/3R2K1 b - - bm Bd6; id "WAC.081";
depth 16 seldepth 29 multipv 1 score +76 nodes 394214 nps 1570573 tbhits 0 time 0.251 pv Bd6 Rxd6 Ne8 Rdd7 Nxc7 Rxc7 Bd5 Bxb5 Rxa3 Bf1 Rb3 Nd7 Rd8 b5 f6 b6 Rb1 f3 Ra8 Ra7 Rxa7 bxa7 Ra1
++ solved in 0.043 seconds (70334 nodes) (65 out of 65 solved, 100.0%)
3rr1k1/pp3pp1/4b3/8/2P1B2R/6QP/P3q1P1/5R1K w - - bm Bh7+; id "WAC.082";
depth 14 seldepth 46 multipv 1 score +815 nodes 507532 nps 2022039 tbhits 5 time 0.251 pv Bh7+ Kf8 Qa3+ Re7 Bd3 Qxf1+ Bxf1 f5 Rh8+ Bg8 Rxg8+ Kxg8 Qxe7 Rd2 Qxb7 Rxa2 Qc8+ Kf7 Qxf5+ Kg8 Kg1 Rb2 Qc8+ Kf7 Qc7+ Kf8 Qxa7
++ solved in 0.119 seconds (193445 nodes) (66 out of 66 solved, 100.0%)
r2q1r1k/2p1b1pp/p1n5/1p1Q1bN1/4n3/1BP1B3/PP3PPP/R4RK1 w - - bm Qg8+; id "WAC.084";
depth 191 seldepth 3 multipv 1 score #+2 nodes 134291 nps 3533973 tbhits 0 time 0.038 pv Qg8+ Rxg8 Nf7#
++ solved in 0.002 seconds (173 nodes) (67 out of 67 solved, 100.0%)
8/p7/1ppk1n2/5ppp/P1PP4/2P1K1P1/5N1P/8 b - - bm Ng4+; id "WAC.086";
depth 14 seldepth 31 multipv 1 score +105 nodes 455197 nps 1813533 tbhits 303 time 0.251 pv Ng4+ Ke2
++ solved in 0.001 seconds (84 nodes) (68 out of 68 solved, 100.0%)
8/p3k1p1/4r3/2ppNpp1/PP1P4/2P3KP/5P2/8 b - - bm Rxe5; id "WAC.087";
depth 13 seldepth 26 multipv 1 score +500 nodes 565997 nps 2254968 tbhits 270 time 0.251 pv Rxe5
++ solved in 0.007 seconds (12732 nodes) (69 out of 69 solved, 100.0%)
r6k/p1Q4p/2p1b1rq/4p3/B3P3/4P3/PPP3P1/4RRK1 b - - bm Rxg2+; id "WAC.088";
depth 26 seldepth 9 multipv 1 score #+5 nodes 449549 nps 1791031 tbhits 0 time 0.251 pv Rxg2+ Kxg2 Rg8+ Kf3 Qh5+ Kf2 Qh2+ Kf3 Bg4#
++ solved in 0.003 seconds (2045 nodes) (70 out of 70 solved, 100.0%)
3qrrk1/1pp2pp1/1p2bn1p/5N2/2P5/P1P3B1/1P4PP/2Q1RRK1 w - - bm Nxg7; id "WAC.090";
depth 14 seldepth 34 multipv 1 score +347 nodes 409956 nps 1633290 tbhits 0 time 0.251 pv Nxg7
++ solved in 0.011 seconds (17204 nodes) (71 out of 71 solved, 100.0%)
2qr2k1/4b1p1/2p2p1p/1pP1p3/p2nP3/PbQNB1PP/1P3PK1/4RB2 b - - bm Be6; id "WAC.091";
depth 15 seldepth 25 multipv 1 score +195 nodes 377444 nps 1503760 tbhits 0 time 0.251 pv Be6 Bxd4 Bxh3+ Kg1 Bxf1 Kxf1 Qh3+ Kg1 Rxd4 b3 axb3 Qxb3+ Kh7 Qc2 Rc4 Qd2 Bxc5 Nxc5 Rxc5 Rd1 Rc4
++ solved in 0.06 seconds (90552 nodes) (72 out of 72 solved, 100.0%)
r4rk1/1p2ppbp/p2pbnp1/q7/3BPPP1/2N2B2/PPP4P/R2Q1RK1 b - - bm Bxg4; id "WAC.092";
depth 11 seldepth 18 multipv 1 score +60 nodes 374836 nps 1493370 tbhits 0 time 0.251 pv Bxg4
++ solved in 0.251 seconds (374836 nodes) (73 out of 73 solved, 100.0%)
r1b1k1nr/pp3pQp/4pq2/3pn3/8/P1P5/2P2PPP/R1B1KBNR w KQkq - bm Bh6; id "WAC.093";
depth 16 seldepth 32 multipv 1 score +160 nodes 371277 nps 1479191 tbhits 0 time 0.251 pv Bh6
++ solved in 0.003 seconds (3252 nodes) (74 out of 74 solved, 100.0%)
8/k7/p7/3Qp2P/n1P5/3KP3/1q6/8 b - - bm e4+; id "WAC.094";
depth 13 seldepth 38 multipv 1 score +843 nodes 259115 nps 1032330 tbhits 12741 time 0.251 pv e4+
++ solved in 0.001 seconds (217 nodes) (75 out of 75 solved, 100.0%)
2r5/1r6/4pNpk/3pP1qp/8/2P1QP2/5PK1/R7 w - - bm Ng4+; id "WAC.095";
depth 13 seldepth 33 multipv 1 score +1001 nodes 562896 nps 2242613 tbhits 39 time 0.251 pv Ng4+
++ solved in 0.001 seconds (86 nodes) (76 out of 76 solved, 100.0%)
6k1/5p2/p5np/4B3/3P4/1PP1q3/P3r1QP/6RK w - - bm Qa8+; id "WAC.097";
depth 35 seldepth 5 multipv 1 score #+3 nodes 346856 nps 1381896 tbhits 581 time 0.251 pv Qa8+ Kh7 Qh8+ Nxh8 Rg7#
++ solved in 0.009 seconds (14230 nodes) (77 out of 77 solved, 100.0%)
1r3rk1/5pb1/p2p2p1/Q1n1q2p/1NP1P3/3p1P1B/PP1R3P/1K2R3 b - - bm Nxe4; id "WAC.098";
depth 14 seldepth 40 multipv 1 score +525 nodes 534283 nps 2128617 tbhits 0 time 0.251 pv Nxe4 Qxe5 Nxd2+ Kc1 dxe5 Kxd2 Rxb4 b3 Rd8 Bf1 Rb6 Rd1 f5 Bg2 Bf6 Ke3 Rbd6 Kf2 Bg5 Kg1 Kg7
++ solved in 0.001 seconds (172 nodes) (78 out of 78 solved, 100.0%)
r1bq1r1k/1pp1Np1p/p2p2pQ/4R3/n7/8/PPPP1PPP/R1B3K1 w - - bm Rh5; id "WAC.099";
depth 191 seldepth 3 multipv 1 score #+2 nodes 109691 nps 3226205 tbhits 0 time 0.034 pv Rh5 gxh5 Qf6#
++ solved in 0.004 seconds (4800 nodes) (79 out of 79 solved, 100.0%)
5rk1/p5pp/8/8/2Pbp3/1P4P1/7P/4RN1K b - - bm Bc3; id "WAC.101";
depth 17 seldepth 28 multipv 1 score +216 nodes 530954 nps 2115354 tbhits 57 time 0.251 pv Bc3 Rd1 Rxf1+ Rxf1 e3 Kg2 e2 g4 exf1=Q+ Kxf1 Kf7 Ke2 Ke6 Kd3 Bb4 Ke4 a5 g5 Kd6 h4 g6 Kd4
++ solved in 0.06 seconds (101498 nodes) (80 out of 80 solved, 100.0%)
6k1/2pb1r1p/3p1PpQ/p1nPp3/1q2P3/2N2P2/PrB5/2K3RR w - - bm Qxg6+; id "WAC.103";
depth 34 seldepth 7 multipv 1 score #+4 nodes 488504 nps 1946231 tbhits 0 time 0.251 pv Qxg6+ hxg6 Rxg6+ Rg7 Rxg7+ Kf8 Rh8#
++ solved in 0.003 seconds (3082 nodes) (81 out of 81 solved, 100.0%)
5n2/pRrk2p1/P4p1p/4p3/3N4/5P2/6PP/6K1 w - - bm Nb5; id "WAC.107";
depth 15 seldepth 30 multipv 1 score +202 nodes 361358 nps 1439673 tbhits 916 time 0.251 pv Nb5 Ne6 Nxc7 Nxc7 Rxa7 Kc6 Kf2 h5 Rb7 h4 Ke3 g5 Rb8 Nxa6 Rf8 Nc5 Rxf6+ Kd5 Rb6 h3 gxh3
++ solved in 0.001 seconds (93 nodes) (82 out of 82 solved, 100.0%)
r5k1/1q4pp/2p5/p1Q5/2P5/5R2/4RKPP/r7 w - - bm Qe5; id "WAC.108";
depth 14 seldepth 31 multipv 1 score +322 nodes 429422 nps 1710844 tbhits 10 time 0.251 pv Qe5 Qa7+ c5 h6 Qxa1 Qxc5+ Kf1 Rb8 Re1 Kh7 Qc1 Rb5 Rc3 Qg5 Qxg5 hxg5 Rxc6 a4 Ra6
++ solved in 0.026 seconds (48960 nodes) (83 out of 83 solved, 100.0%)
rn2k1nr/pbp2ppp/3q4/1p2N3/2p5/QP6/PB1PPPPP/R3KB1R b KQkq - bm c3; id "WAC.109";
depth 15 seldepth 31 multipv 1 score +74 nodes 356955 nps 1422131 tbhits 0 time 0.251 pv c3 dxc3
++ solved in 0.001 seconds (105 nodes) (84 out of 84 solved, 100.0%)
2kr4/bp3p2/p2p2b1/P7/2q5/1N4B1/1PPQ2P1/2KR4 b - - bm Be3; id "WAC.110";
depth 16 seldepth 35 multipv 1 score +972 nodes 530563 nps 2113796 tbhits 15 time 0.251 pv Be3
++ solved in 0.001 seconds (70 nodes) (85 out of 85 solved, 100.0%)
6k1/p5p1/5p2/2P2Q2/3pN2p/3PbK1P/7P/6q1 b - - bm Qf1+; id "WAC.111";
depth 16 seldepth 34 multipv 1 score +946 nodes 418924 nps 1669019 tbhits 7801 time 0.251 pv Qf1+
++ solved in 0.013 seconds (21669 nodes) (86 out of 86 solved, 100.0%)
r4kr1/ppp5/4bq1b/7B/2PR1Q1p/2N3P1/PP3P1P/2K1R3 w - - bm Rxe6; id "WAC.112";
depth 14 seldepth 31 multipv 1 score +333 nodes 423413 nps 1686904 tbhits 0 time 0.251 pv Rxe6 Bxf4+ Rxf4 Qxf4+ gxf4 Rg2 Ne4 Kg8 h3 Rf8 Nf6+ Kh8 Ng4 Rg1+ Kc2 Rxf4 Re8+ Kg7 Re7+ Kf8 Rxc7 Rh1 b3 Rxh3 Rxb7 Rhf3 Rxa7
++ solved in 0.001 seconds (361 nodes) (87 out of 87 solved, 100.0%)
rnbqkb1r/1p3ppp/5N2/1p2p1B1/2P5/8/PP2PPPP/R2QKB1R b KQkq - bm Qxf6; id "WAC.113";
depth 17 seldepth 27 multipv 1 score +197 nodes 385289 nps 1535015 tbhits 0 time 0.251 pv Qxf6 Bxf6 Bb4+ Qd2 Bxd2+ Kxd2 gxf6 cxb5 Ke7 g3 Rd8+ Ke3 Bd7 Bg2 Bxb5 Bxb7 Ra7 Be4 Bc6 f3 Bxe4 fxe4 Rc8 Rhc1 Rxc1 Rxc1 Rxa2
++ solved in 0.002 seconds (847 nodes) (88 out of 88 solved, 100.0%)
r1b1rnk1/1p4pp/p1p2p2/3pN2n/3P1PPq/2NBPR1P/PPQ5/2R3K1 w - - bm Bxh7+; id "WAC.114";
depth 17 seldepth 39 multipv 1 score +352 nodes 379868 nps 1513418 tbhits 0 time 0.251 pv Bxh7+ Nxh7 Ng6 Qg3+ Rxg3 Nxg3 Kf2 Ne4+ Nxe4 Rxe4 Qc5 Re8 Ne7+ Kh8 Qd6 Nf8 f5 Bd7 h4 Red8 Qc5 a5 h5 Be8 Rh1 Nd7 Qc3
++ solved in 0.002 seconds (2636 nodes) (89 out of 89 solved, 100.0%)
4N2k/5rpp/1Q6/p3q3/8/P5P1/1P3P1P/5K2 w - - bm Nd6; id "WAC.115";
depth 15 seldepth 28 multipv 1 score +188 nodes 521450 nps 2077490 tbhits 683 time 0.251 pv Nd6 Kg8 Nxf7 Kxf7 Qb7+ Ke6 Qc6+ Qd6 Qxd6+ Kxd6 Ke2 Kd5 Kd3 g5 g4 Ke5 b4 axb4 axb4 Kd5 Kc3 Kc6
++ solved in 0.001 seconds (147 nodes) (90 out of 90 solved, 100.0%)
r2r2k1/2p2ppp/p7/1p2P1n1/P6q/5P2/1PB1QP1P/R5RK b - - bm Rd2; id "WAC.116";
depth 17 seldepth 30 multipv 1 score +187 nodes 390543 nps 1555948 tbhits 1 time 0.251 pv Rd2 Qe3 Rxf2 Rg2 Rxg2 Kxg2 Qh3+ Kh1 Nxf3 Qf4 g5 Bf5 gxf4 Bxh3 Rd8 axb5 axb5 Rf1 Nxe5 Rxf4 Nd3 Rf3 Nxb2 Rb3 Rd1+ Kg2
++ solved in 0.009 seconds (13166 nodes) (91 out of 91 solved, 100.0%)
3r1rk1/q4ppp/p1Rnp3/8/1p6/1N3P2/PP3QPP/3R2K1 b - - bm Ne4; id "WAC.117";
depth 15 seldepth 27 multipv 1 score +699 nodes 533189 nps 2124258 tbhits 0 time 0.251 pv Ne4 Qd4 e5 fxe4 exd4 Kh1 d3 Rc5 Rc8 Rf5 Rc2 Rf3 Rxb2 Rfxd3 Rxa2 Nd4
++ solved in 0.002 seconds (150 nodes) (92 out of 92 solved, 100.0%)
r5k1/pb2rpp1/1p6/2p4q/5R2/2PB2Q1/P1P3PP/5R1K w - - bm Rh4; id "WAC.118";
depth 15 seldepth 34 multipv 1 score +522 nodes 494279 nps 1969239 tbhits 0 time 0.251 pv Rh4 Re3 Rxh5 Rxg3 hxg3 g6 Re5 Rf8 Bc4 Bc8 Re7 Be6 Bxe6 fxe6 Rxf8+ Kxf8 Rxa7 b5 Rb7 b4 Rc7
++ solved in 0.011 seconds (16181 nodes) (93 out of 93 solved, 100.0%)
r2qr1k1/p1p2ppp/2p5/2b5/4nPQ1/3B4/PPP3PP/R1B2R1K b - - bm Qxd3; id "WAC.119";
depth 14 seldepth 24 multipv 1 score +496 nodes 435426 nps 1734764 tbhits 0 time 0.251 pv Qxd3 Qf3 Qxc2 Be3 Bxe3 Qxe3 Qxb2 a4 Qb6 Qxb6 cxb6 Rac1 Nc5 a5 Nb3 axb6 Nxc1 Rxc1
++ solved in 0.018 seconds (25604 nodes) (94 out of 94 solved, 100.0%)
6k1/5p1p/2bP2pb/4p3/2P5/1p1pNPPP/1P1Q1BK1/1q6 b - - bm Bxf3+; id "WAC.121";
depth 16 seldepth 38 multipv 1 score +1104 nodes 631096 nps 2514326 tbhits 36 time 0.251 pv Bxf3+
++ solved in 0.003 seconds (2320 nodes) (95 out of 95 solved, 100.0%)
1k6/ppp4p/1n2pq2/1N2Rb2/2P2Q2/8/P4KPP/3r1B2 b - - bm Rxf1+; id "WAC.122";
depth 14 seldepth 35 multipv 1 score +1127 nodes 656963 nps 2617382 tbhits 66 time 0.251 pv Rxf1+ Kxf1
++ solved in 0.001 seconds (184 nodes) (96 out of 96 solved, 100.0%)
6k1/3r4/2R5/P5P1/1P4p1/8/4rB2/6K1 b - - bm g3; id "WAC.124";
depth 11 seldepth 22 multipv 1 score +155 nodes 148095 nps 590019 tbhits 6302 time 0.251 pv g3 Rf6 gxf2+ Rxf2 Re5 Rf4 Rxg5+ Kf2 Rd6 Re4 Kf7 Kf3 Rf5+ Ke2 Rc6 Kd3 Rd5+ Ke3
++ solved in 0.026 seconds (22660 nodes) (97 out of 97 solved, 100.0%)
r1bqr1k1/pp3ppp/1bp5/3n4/3B4/2N2P1P/PPP1B1P1/R2Q1RK1 b - - bm Bxd4+; id "WAC.125";
depth 16 seldepth 31 multipv 1 score +339 nodes 415890 nps 1656932 tbhits 0 time 0.251 pv Bxd4+
++ solved in 0.001 seconds (177 nodes) (98 out of 98 solved, 100.0%)
r5r1/pQ5p/1qp2R2/2k1p3/4P3/2PP4/P1P3PP/6K1 w - - bm Rxc6+; id "WAC.126";
depth 13 seldepth 28 multipv 1 score +460 nodes 473076 nps 1877285 tbhits 0 time 0.252 pv Rxc6+
++ solved in 0.002 seconds (407 nodes) (99 out of 99 solved, 100.0%)
2k4r/1pr1n3/p1p1q2p/5pp1/3P1P2/P1P1P3/1R2Q1PP/1RB3K1 w - - bm Rxb7; id "WAC.127";
depth 14 seldepth 32 multipv 1 score +375 nodes 396704 nps 1574222 tbhits 3 time 0.252 pv Rxb7
++ solved in 0.02 seconds (25546 nodes) (100 out of 100 solved, 100.0%)
6rk/1pp2Qrp/3p1B2/1pb1p2R/3n1q2/3P4/PPP3PP/R6K w - - bm Qg6; id "WAC.128";
depth 14 seldepth 28 multipv 1 score +476 nodes 398675 nps 1588346 tbhits 0 time 0.251 pv Qg6 Qxf6 Qxf6 Ne2 g3 e4 Rf1 Bd4 Rxh7+ Kxh7 Qh4+ Kg6 dxe4 Rf7 Qg4+ Kh6 Qe6+ Rf6 Rxf6+ Bxf6 Qxg8 Bxb2 Qe6+ Kh5 Qf5+ Kh6
++ solved in 0.001 seconds (318 nodes) (101 out of 101 solved, 100.0%)
3r1r1k/1b2b1p1/1p5p/2p1Pp2/q1B2P2/4P2P/1BR1Q2K/6R1 b - - bm Bf3; id "WAC.129";
depth 17 seldepth 39 multipv 1 score +147 nodes 394108 nps 1563920 tbhits 1 time 0.252 pv Bf3 Bb5 Bxe2 Bxa4 Bd1 Rc4 Rd2+ Rg2 Rfd8 Bxd1 Rxg2+ Kxg2 Rxd1 Rc2 b5 Kf3 Rh1 e4 Rf1+ Kg2 Rxf4 exf5 Rxf5 Rf2 Rxf2+ Kxf2
++ solved in 0.002 seconds (1117 nodes) (102 out of 102 solved, 100.0%)
6k1/1pp3q1/5r2/1PPp4/3P1pP1/3Qn2P/3B4/4R1K1 b - - bm Qh6; id "WAC.130";
depth 17 seldepth 36 multipv 1 score +90 nodes 313605 nps 1249422 tbhits 1261 time 0.251 pv Qh6 Rxe3 fxe3 Qxe3 Qxe3+ Bxe3 Rf3 Bg5 Rxh3 Kf2 Rd3 Be3 Kf7 Ke2 Ra3 Bf4 c6 bxc6 bxc6 Be3 Ra2+ Kf3 Kg6 Kf4 Kf6 Kf3 Rc2 Bf4 Rc4 Be3 Rc3 Ke2 Rb3 Kf2
++ solved in 0.001 seconds (212 nodes) (103 out of 103 solved, 100.0%)
r1b1k2r/1pp1q2p/p1n3p1/3QPp2/8/1BP3B1/P5PP/3R1RK1 w kq - bm Bh4; id "WAC.133";
depth 17 seldepth 32 multipv 1 score +530 nodes 405763 nps 1616585 tbhits 0 time 0.251 pv Bh4 Be6 Qxe6 Qxe6 Bxe6 h6 Rd7 Nd8 Bxd8 Rxd8 Rxc7 Rf8 Rxb7 f4 Bb3 Rf5 Bc2 Rd5 Rb6 Rfxe5
++ solved in 0.027 seconds (39185 nodes) (104 out of 104 solved, 100.0%)
3r2k1/p6p/2Q3p1/4q3/2P1p3/P3Pb2/1P3P1P/2K2BR1 b - - bm Rd1+; id "WAC.134";
depth 34 seldepth 7 multipv 1 score #+4 nodes 568651 nps 2265541 tbhits 0 time 0.251 pv Rd1+ Kc2 Rd2+ Kxd2 Qxb2+ Ke1 Qc1#
++ solved in 0.001 seconds (145 nodes) (105 out of 105 solved, 100.0%)
3r1r1k/N2qn1pp/1p2np2/2p5/2Q1P2N/3P4/PP4PP/3R1RK1 b - - bm Nd4; id "WAC.135";
depth 15 seldepth 28 multipv 1 score +235 nodes 398686 nps 1588390 tbhits 0 time 0.251 pv Nd4 Qa6 Ra8 Qxb6 Rfb8 Qxc5 Qxa7 Qxa7 Rxa7 e5 fxe5 a3 Rxb2 Nf3 Nxf3+ Rxf3 Ng6 Rc1 h6
++ solved in 0.002 seconds (180 nodes) (106 out of 106 solved, 100.0%)
3b1rk1/1bq3pp/5pn1/1p2rN2/2p1p3/2P1B2Q/1PB2PPP/R2R2K1 w - - bm Rd7; id "WAC.137";
depth 15 seldepth 33 multipv 1 score +307 nodes 411662 nps 1633579 tbhits 0 time 0.252 pv Rd7 Qxd7
++ solved in 0.009 seconds (12595 nodes) (107 out of 107 solved, 100.0%)
r1bq3r/ppppR1p1/5n1k/3P4/6pP/3Q4/PP1N1PP1/5K1R w - - bm h5; id "WAC.138";
depth 23 seldepth 9 multipv 1 score #+5 nodes 528216 nps 2104446 tbhits 0 time 0.251 pv h5 Nxh5 Qf5 Qe8 Rxe8 g5 Qf6+ Kh7 Rxh5#
++ solved in 0.025 seconds (45543 nodes) (108 out of 108 solved, 100.0%)
rnb3kr/ppp2ppp/1b6/3q4/3pN3/Q4N2/PPP2KPP/R1B1R3 w - - bm Nf6+; id "WAC.139";
depth 16 seldepth 7 multipv 1 score #+4 nodes 352019 nps 1402466 tbhits 0 time 0.251 pv Nf6+ gxf6 Qf8+ Kxf8 Bh6+ Kg8 Re8#
++ solved in 0.22 seconds (304037 nodes) (109 out of 109 solved, 100.0%)
r2b1rk1/pq4p1/4ppQP/3pB1p1/3P4/2R5/PP3PP1/5RK1 w - - bm Bc7 Rc7; id "WAC.140";
depth 17 seldepth 39 multipv 1 score +996 nodes 530809 nps 2114776 tbhits 1 time 0.251 pv Rc7 Qxc7 Bxc7 Rf7 Bxd8 Rxd8 h7+ Kh8 Qxf7 Kxh7 Re1 Rd6 Rxe6 Rxe6 Qxe6 Kg6 Qxd5 Kh7 Qe4+ Kh6 Qf5 a5 Qxa5 Kg6 Qc5 Kf7 Qd5+ Kf8
++ solved in 0.001 seconds (154 nodes) (110 out of 110 solved, 100.0%)
4r1k1/p1qr1p2/2pb1Bp1/1p5p/3P1n1R/1B3P2/PP3PK1/2Q4R w - - bm Qxf4; id "WAC.141";
depth 13 seldepth 21 multipv 1 score +938 nodes 445181 nps 1773629 tbhits 0 time 0.251 pv Qxf4
++ solved in 0.122 seconds (198816 nodes) (111 out of 111 solved, 100.0%)
5b2/pp2r1pk/2pp1pRp/4rP1N/2P1P3/1P4QP/P3q1P1/5R1K w - - bm Rxh6+; id "WAC.143";
depth 35 seldepth 5 multipv 1 score #+3 nodes 429856 nps 1712573 tbhits 0 time 0.251 pv Rxh6+ gxh6 Nxf6+ Kh8 Qg8#
++ solved in 0.001 seconds (525 nodes) (112 out of 112 solved, 100.0%)
r2q1rk1/pp3ppp/2p2b2/8/B2pPPb1/7P/PPP1N1P1/R2Q1RK1 b - - bm d3; id "WAC.144";
depth 16 seldepth 31 multipv 1 score +237 nodes 382551 nps 1524107 tbhits 0 time 0.251 pv d3 hxg4 dxe2 Qxe2 Qd4+ Kh2 Qxa4 e5 Be7 b3 Qb4 c4 Rad8 Rad1 Qb6 g5 Rxd1 Rxd1 Rd8 Rxd8+ Qxd8 g3 Qd4 Kg2
++ solved in 0.002 seconds (459 nodes) (113 out of 113 solved, 100.0%)
r2r2k1/ppqbppbp/2n2np1/2pp4/6P1/1P1PPNNP/PBP2PB1/R2QK2R b KQ - bm Nxg4; id "WAC.147";
depth 14 seldepth 22 multipv 1 score +242 nodes 353276 nps 1407474 tbhits 0 time 0.251 pv Nxg4 hxg4
++ solved in 0.012 seconds (17206 nodes) (114 out of 114 solved, 100.0%)
2r1k3/6pr/p1nBP3/1p3p1p/2q5/2P5/P1R4P/K2Q2R1 w - - bm Rxg7; id "WAC.148";
depth 13 seldepth 22 multipv 1 score +1630 nodes 543811 nps 2166577 tbhits 8 time 0.251 pv Rxg7
++ solved in 0.032 seconds (53284 nodes) (115 out of 115 solved, 100.0%)
6k1/6p1/2p4p/4Pp2/4b1qP/2Br4/1P2RQPK/8 b - - bm Bxg2; id "WAC.149";
depth 16 seldepth 33 multipv 1 score +339 nodes 321170 nps 1279561 tbhits 4263 time 0.251 pv Bxg2 Qxg2
++ solved in 0.002 seconds (1588 nodes) (116 out of 116 solved, 100.0%)
8/3b2kp/4p1p1/pr1n4/N1N4P/1P4P1/1K3P2/3R4 w - - bm Nc3; id "WAC.151";
depth 14 seldepth 29 multipv 1 score +109 nodes 412140 nps 1641992 tbhits 34 time 0.251 pv Nc3 Rc5 Ne4 Rc7 Nxa5 Kf8 Rc1 Rxc1 Kxc1 Ke7 Kc2 h6 Nc4 Bc6 Kd3 Nf6 Nxf6 Kxf6 Kd4 h5 Kc5 Bd5
++ solved in 0.026 seconds (43157 nodes) (117 out of 117 solved, 100.0%)
1br2rk1/1pqb1ppp/p3pn2/8/1P6/P1N1PN1P/1B3PP1/1QRR2K1 w - - bm Ne4; id "WAC.152";
depth 16 seldepth 39 multipv 1 score +397 nodes 392877 nps 1565247 tbhits 0 time 0.251 pv Ne4 Bc6 Nxf6+ gxf6 b5 axb5 Bxf6 h6 Qb4 Kh7 Ne5 Rfd8 Qh4 Qxe5 Bxe5 Rxd1+ Rxd1 Bxe5 Qh5 Bg7 Qxf7 Bd5
++ solved in 0.002 seconds (743 nodes) (118 out of 118 solved, 100.0%)
r1b2rk1/2p2ppp/p7/1p6/3P3q/1BP3bP/PP3QP1/RNB1R1K1 w - - bm Qxf7+; id "WAC.154";
depth 191 seldepth 3 multipv 1 score #+2 nodes 63695 nps 2359074 tbhits 0 time 0.027 pv Qxf7+ Rxf7 Re8#
++ solved in 0.001 seconds (315 nodes) (119 out of 119 solved, 100.0%)
5bk1/1rQ4p/5pp1/2pP4/3n1PP1/7P/1q3BB1/4R1K1 w - - bm d6; id "WAC.155";
depth 14 seldepth 32 multipv 1 score +292 nodes 334410 nps 1332310 tbhits 377 time 0.251 pv d6 Rxc7 dxc7 Ne2+ Rxe2 Qxe2 c8=Q Qd1+ Bf1 Qd5 Be3 Kg7 Bg2 Qd1+ Kh2 Qd6 Be4 Qe7 Qc6 Qd6 Qb7+ Qe7 Qd5
++ solved in 0.015 seconds (24402 nodes) (120 out of 120 solved, 100.0%)
r1b1qN1k/1pp3p1/p2p3n/4p1B1/8/1BP4Q/PP3KPP/8 w - - bm Qxh6+; id "WAC.156";
depth 191 seldepth 3 multipv 1 score #+2 nodes 101106 nps 2888742 tbhits 0 time 0.035 pv Qxh6+ gxh6 Bf6#
++ solved in 0.002 seconds (350 nodes) (121 out of 121 solved, 100.0%)
5rk1/p4ppp/2p1b3/3Nq3/4P1n1/1p1B2QP/1PPr2P1/1K2R2R w - - bm Ne7+; id "WAC.157";
depth 13 seldepth 27 multipv 1 score +399 nodes 424968 nps 1693099 tbhits 0 time 0.251 pv Ne7+
++ solved in 0.121 seconds (208743 nodes) (122 out of 122 solved, 100.0%)
r1b2r2/5P1p/ppn3pk/2p1p1Nq/1bP1PQ2/3P4/PB4BP/1R3RK1 w - - bm Ne6+; id "WAC.159";
depth 17 seldepth 35 multipv 1 score +1204 nodes 510083 nps 2032203 tbhits 0 time 0.251 pv Ne6+
++ solved in 0.001 seconds (226 nodes) (123 out of 123 solved, 100.0%)
r3kbnr/p4ppp/2p1p3/8/Q1B3b1/2N1B3/PP3PqP/R3K2R w KQkq - bm Bd5; id "WAC.162";
depth 14 seldepth 28 multipv 1 score +481 nodes 397483 nps 1583597 tbhits 0 time 0.251 pv Bd5 exd5 Qxc6+ Kd8 Qxa8+ Kd7 Kd2 Nf6 Qb7+ Kd8 Rae1 Be6 Qa8+ Kd7 Qxa7+ Kc8 Qa8+ Kd7 Qb7+ Ke8 Qb8+ Kd7 Rhg1 Qf3 Bb6
++ solved in 0.001 seconds (221 nodes) (124 out of 124 solved, 100.0%)
5rk1/2p4p/2p4r/3P4/4p1b1/1Q2NqPp/PP3P1K/R4R2 b - - bm Qg2+; id "WAC.163";
depth 13 seldepth 26 multipv 1 score +21 nodes 378892 nps 1509529 tbhits 1 time 0.251 pv cxd5 Qxd5+
-- not solved (124 out of 125 solved, 99.2%)
8/6pp/4p3/1p1n4/1NbkN1P1/P4P1P/1PR3K1/r7 w - - bm Rxc4+; id "WAC.164";
depth 14 seldepth 38 multipv 1 score +323 nodes 510510 nps 2033904 tbhits 106 time 0.251 pv Rxc4+ Kxc4
++ solved in 0.011 seconds (19499 nodes) (125 out of 126 solved, 99.2%)
1r5k/p1p3pp/8/8/4p3/P1P1R3/1P1Q1qr1/2KR4 w - - bm Re2; id "WAC.165";
depth 15 seldepth 31 multipv 1 score +427 nodes 459900 nps 1832270 tbhits 10 time 0.251 pv Re2
++ solved in 0.041 seconds (73722 nodes) (126 out of 127 solved, 99.2%)
r3r1k1/5pp1/p1p4p/2Pp4/8/q1NQP1BP/5PP1/4K2R b K - bm d4; id "WAC.166";
depth 16 seldepth 30 multipv 1 score +285 nodes 401148 nps 1598199 tbhits 0 time 0.251 pv d4
++ solved in 0.004 seconds (4454 nodes) (127 out of 128 solved, 99.2%)
r3k2r/pb1q1p2/8/2p1pP2/4p1p1/B1P1Q1P1/P1P3K1/R4R2 b kq - bm Qd2+; id "WAC.168";
depth 21 seldepth 15 multipv 1 score #+8 nodes 492297 nps 1961342 tbhits 0 time 0.251 pv Qd2+ Rf2 Qxe3 Bxc5 Qxc5 Raf1 e3+ Rf3 e2 Rf2 e1=Q Rf1 gxf3+ Rxf3 Qcg1#
++ solved in 0.003 seconds (3085 nodes) (128 out of 129 solved, 99.2%)
5rk1/1pp3bp/3p2p1/2PPp3/1P2P3/2Q1B3/4q1PP/R5K1 b - - bm Bh6; id "WAC.169";
depth 15 seldepth 34 multipv 1 score +520 nodes 466265 nps 1857629 tbhits 0 time 0.251 pv Bh6 Kh1 Bxe3 Qe1 Qd3 b5 dxc5 b6 cxb6 d6 Qxe4 Qb1 Qxb1+ Rxb1 b5 h3 b4 Kh2
++ solved in 0.026 seconds (43862 nodes) (129 out of 130 solved, 99.2%)
5r1k/6Rp/1p2p3/p2pBp2/1qnP4/4P3/Q4PPP/6K1 w - - bm Qxc4; id "WAC.170";
depth 17 seldepth 41 multipv 1 score +468 nodes 514652 nps 2050406 tbhits 0 time 0.251 pv Qxc4 Qb1+ Qf1 Qxf1+ Kxf1 h5 Rb7+ Kg8 Rxb6 Kf7 Ra6 Rc8 Rxa5 Rc2 h4 Kg6 Ra6 Kf7 Ra7+ Kg6 Rg7+ Kh6 Re7 Kg6 Rxe6+ Kh7
++ solved in 0.006 seconds (9327 nodes) (130 out of 131 solved, 99.2%)
2rq4/1b2b1kp/p3p1p1/1p1nNp2/7P/1B2B1Q1/PP3PP1/3R2K1 w - - bm Bh6+; id "WAC.171";
depth 16 seldepth 36 multipv 1 score +235 nodes 410631 nps 1635980 tbhits 0 time 0.251 pv Bh6+ Kxh6 Nf7+ Kg7 Nxd8 Rxd8 Qe5+ Kf7 Re1 Rd6 g4 fxg4 h5 a5 h6 Bf8 Bd1 Nf6 Qf4 Ke7 Bxg4 Nxg4 Qxg4 Kd7 Qf4
++ solved in 0.002 seconds (289 nodes) (131 out of 132 solved, 99.2%)
2r1b3/1pp1qrk1/p1n1P1p1/7R/2B1p3/4Q1P1/PP3PP1/3R2K1 w - - bm Qh6+; id "WAC.173";
depth 49 seldepth 5 multipv 1 score #+3 nodes 506026 nps 2008039 tbhits 0 time 0.252 pv Qh6+ Kf6 Rf5+ Kxf5 Qf4#
++ solved in 0.001 seconds (361 nodes) (132 out of 133 solved, 99.2%)
r5k1/pppb3p/2np1n2/8/3PqNpP/3Q2P1/PPP5/R4RK1 w - - bm Nh5; id "WAC.175";
depth 15 seldepth 30 multipv 1 score +163 nodes 443475 nps 1766832 tbhits 0 time 0.251 pv Nh5 Qxd4+ Qxd4 Nxd4 Nxf6+ Kf7 Nxg4+ Kg6 h5+ Kg5 Nh2 Ne2+ Kg2 Bc6+ Kf2 Nd4 c3 Rf8+ Ke3 Rxf1 Rxf1 Nf5+ Kd2 Nxg3 Rf7 h6 Rg7+ Kh4
++ solved in 0.001 seconds (237 nodes) (133 out of 134 solved, 99.3%)
3r2k1/p1rn1p1p/1p2pp2/6q1/3PQNP1/5P2/P1P4R/R5K1 w - - bm Nxe6; id "WAC.178";
depth 14 seldepth 28 multipv 1 score +113 nodes 404983 nps 1613478 tbhits 0 time 0.251 pv Nxe6 f5
++ solved in 0.029 seconds (44753 nodes) (134 out of 135 solved, 99.3%)
r1q2rk1/p3bppb/3p1n1p/2nPp3/1p2P1P1/6NP/PP2QPB1/R1BNK2R b KQ - bm Nxd5; id "WAC.180";
depth 14 seldepth 24 multipv 1 score +90 nodes 368278 nps 1467243 tbhits 0 time 0.251 pv Nxd5
++ solved in 0.002 seconds (2210 nodes) (135 out of 136 solved, 99.3%)
r3k2r/2p2p2/p2p1n2/1p2p3/4P2p/1PPPPp1q/1P5P/R1N2QRK b kq - bm Ng4; id "WAC.181";
depth 15 seldepth 30 multipv 1 score +937 nodes 531110 nps 2115976 tbhits 0 time 0.251 pv Ng4 Rg2 Ke7 Rxg4 Qxf1+ Rg1 Qf2 Na2 a5 d4 Qxb2 h3 Rag8 dxe5 Rxg1+ Rxg1 Qxa2 exd6+ Kxd6
++ solved in 0.012 seconds (20925 nodes) (136 out of 137 solved, 99.3%)
r1b2rk1/ppqn1p1p/2n1p1p1/2b3N1/2N5/PP1BP3/1B3PPP/R2QK2R w KQ - bm Qh5; id "WAC.182";
depth 17 seldepth 11 multipv 1 score #+6 nodes 395725 nps 1576593 tbhits 0 time 0.251 pv Qh5 Bb4+ axb4 Nf6 Bxf6 Qxh2 Rxh2 h6 Qxh6 Ne5 Qg7#
++ solved in 0.002 seconds (452 nodes) (137 out of 138 solved, 99.3%)
6k1/5p2/p3p3/1p3qp1/2p1Qn2/2P1R3/PP1r1PPP/4R1K1 b - - bm Nh3+; id "WAC.187";
depth 14 seldepth 35 multipv 1 score +604 nodes 595305 nps 2371733 tbhits 0 time 0.251 pv Nh3+ Rxh3 Qxe4 Rf1 Rxb2 Rg3 Qf4 a3 Ra2 Rf3 Qd2 a4 Rxa4 Rg3 a5 h3
++ solved in 0.001 seconds (509 nodes) (138 out of 139 solved, 99.3%)
3RNbk1/pp3p2/4rQpp/8/1qr5/7P/P4P2/3R2K1 w - - bm Qg7+; id "WAC.188";
depth 191 seldepth 3 multipv 1 score #+2 nodes 75353 nps 2691178 tbhits 0 time 0.028 pv Qg7+ Bxg7 Nf6#
++ solved in 0.002 seconds (2163 nodes) (139 out of 140 solved, 99.3%)
8/p2b2kp/1q1p2p1/1P1Pp3/4P3/3B2P1/P2Q3P/2Nn3K b - - bm Bh3; id "WAC.190";
depth 17 seldepth 44 multipv 1 score +773 nodes 574103 nps 2287262 tbhits 4 time 0.251 pv Bh3 Bf1 Bxf1 Qe1 Nf2+ Kg1 Nd3+ Kxf1 Nxe1 Kxe1 Qg1+ Kd2 Qd4+ Nd3 Qxe4 Nf2 Qxd5+ Ke3 Qxa2 g4 Qf7 h3 Qb3+ Ke2 Qxb5+ Kf3 Qc4 Kg3
++ solved in 0.023 seconds (44231 nodes) (140 out of 141 solved, 99.3%)
r3k3/ppp2Npp/4Bn2/2b5/1n1pp3/N4P2/PPP3qP/R2QKR2 b Qq - bm Nd3+; id "WAC.192";
depth 14 seldepth 32 multipv 1 score +713 nodes 475617 nps 1894888 tbhits 0 time 0.251 pv Nd3+ Qxd3 exd3 O-O-O Bxa3 Bb3 dxc2 Bxc2 d3 Ba4+ Kf8 bxa3 Qxa2 Rxd3 Qa1+ Kd2 Qxf1 Nd8 Qf2+ Kc3 Qxh2 Kb3 Qf2 Ne6+ Kg8 Nxc7 Rc8
++ solved in 0.002 seconds (281 nodes) (141 out of 142 solved, 99.3%)
5rk1/ppq2ppp/2p5/4bN2/4P3/6Q1/PPP2PPP/3R2K1 w - - bm Nh6+; id "WAC.194";
depth 15 seldepth 34 multipv 1 score +516 nodes 592764 nps 2361609 tbhits 0 time 0.251 pv Nh6+ Kh8 Qxe5 Qxe5 Nxf7+ Kg8 Nxe5 Re8 f4 Kf8 h4 Re6 h5 Ke8 g4 a6 g5 h6 g6 c5 Kg2 b5
++ solved in 0.021 seconds (34434 nodes) (142 out of 143 solved, 99.3%)
3r1rk1/1p3p2/p3pnnp/2p3p1/2P2q2/1P5P/PB2QPPN/3RR1K1 w - - bm g3; id "WAC.195";
depth 17 seldepth 37 multipv 1 score +272 nodes 425666 nps 1695880 tbhits 0 time 0.251 pv g3 Qe4 Rxd8 Rxd8 Bxf6 Qxe2 Rxe2 Rd1+ Kg2 Nf8 Ng4 Kh7 f3 Nd7 Nf2 Rd6 Be7 Rd4 Ne4 b6 h4 gxh4 g4 Rd3 Bxh4 Kg7 Kg3 Kf8 Rd2 Rxd2 Nxd2 Kg7 Kf4
++ solved in 0.009 seconds (12733 nodes) (143 out of 144 solved, 99.3%)
rr4k1/p1pq2pp/Q1n1pn2/2bpp3/4P3/2PP1NN1/PP3PPP/R1B1K2R b KQ - bm Nb4; id "WAC.196";
depth 14 seldepth 24 multipv 1 score +100 nodes 365482 nps 1456103 tbhits 0 time 0.251 pv Nb4 cxb4 Rb6 Nxe5 Qe8 Qxb6 Bxb6 O-O dxe4 dxe4 Qb5 Nf3 Qxb4 a3 Qb3 a4 Qc2 Bd2 Rd8 a5 Bc5
++ solved in 0.096 seconds (134655 nodes) (144 out of 145 solved, 99.3%)
7k/1p4p1/7p/3P1n2/4Q3/2P2P2/PP3qRP/7K b - - bm Qf1+; id "WAC.197";
depth 40 seldepth 5 multipv 1 score #+3 nodes 491654 nps 1958780 tbhits 202 time 0.251 pv Qf1+ Rg1 Ng3+ hxg3 Qh3#
++ solved in 0.001 seconds (125 nodes) (145 out of 146 solved, 99.3%)
2br2k1/ppp2p1p/4p1p1/4P2q/2P1Bn2/2Q5/PP3P1P/4R1RK b - - bm Rd3; id "WAC.198";
depth 12 seldepth 22 multipv 1 score +482 nodes 404040 nps 1609721 tbhits 0 time 0.251 pv Rd3
++ solved in 0.184 seconds (297285 nodes) (146 out of 147 solved, 99.3%)
2rqrn1k/pb4pp/1p2pp2/n2P4/2P3N1/P2B2Q1/1B3PPP/2R1R1K1 w - - bm Bxf6; id "WAC.200";
depth 13 seldepth 25 multipv 1 score +413 nodes 374195 nps 1490816 tbhits 0 time 0.251 pv Bxf6 Qc7
++ solved in 0.084 seconds (125088 nodes) (147 out of 148 solved, 99.3%)
2b2r1k/4q2p/3p2pQ/2pBp3/8/6P1/1PP2P1P/R5K1 w - - bm Ra7; id "WAC.201";
depth 17 seldepth 11 multipv 1 score #+6 nodes 414700 nps 1652191 tbhits 0 time 0.251 pv Ra7 Bb7 Rxb7 Ra8 Rxe7 Ra1+ Kg2 Rg1+ Kxg1 g5 Rxh7#
++ solved in 0.001 seconds (64 nodes) (148 out of 149 solved, 99.3%)
QR2rq1k/2p3p1/3p1pPp/8/4P3/8/P1r3PP/1R4K1 b - - bm Rxa2; id "WAC.202";
depth 16 seldepth 31 multipv 1 score -18 nodes 472828 nps 1883776 tbhits 70 time 0.251 pv Rxa2 Qxa2 Rxb8 Rxb8 Qxb8 Kf2 c6 Qe6 d5 exd5 cxd5 Qxd5 Qf4+ Qf3 Qd2+ Kg3 Qg5+ Qg4 Qe5+ Kh3 Qc3+ Qf3 Qxf3+ gxf3 Kg8 Kg4 Kf8 Kf4
++ solved in 0.003 seconds (4546 nodes) (149 out of 150 solved, 99.3%)
r4rk1/5ppp/p3q1n1/2p2NQ1/4n3/P3P3/1B3PPP/1R3RK1 w - - bm Qh6; id "WAC.203";
depth 36 seldepth 5 multipv 1 score #+3 nodes 471897 nps 1880067 tbhits 0 time 0.251 pv Qh6 Qf6 Bxf6 gxf6 Qg7#
++ solved in 0.002 seconds (143 nodes) (150 out of 151 solved, 99.3%)
r1b1qrk1/1p3ppp/p1p5/3Nb3/5N2/P7/1P4PQ/K1R1R3 w - - bm Rxe5; id "WAC.204";
depth 15 seldepth 30 multipv 1 score -13 nodes 415005 nps 1653406 tbhits 0 time 0.251 pv Rxe5 Qxe5
++ solved in 0.136 seconds (215075 nodes) (151 out of 152 solved, 99.3%)
r3rnk1/1pq2bb1/p4p2/3p1Pp1/3B2P1/1NP4R/P1PQB3/2K4R w - - bm Qxg5; id "WAC.205";
depth 14 seldepth 28 multipv 1 score +529 nodes 466087 nps 1856920 tbhits 0 time 0.251 pv Qxg5 Bh5 Bxf6 Nh7 Qxg7+ Qxg7 Bxg7 Kxg7 Nd4 Nf6 gxh5 Rac8 Ne6+ Kh8 Rg1 Rc6 Rg6 Rcxe6 fxe6 Rxe6 Bf3 Rb6 c4
++ solved in 0.015 seconds (23323 nodes) (152 out of 153 solved, 99.3%)
1Qq5/2P1p1kp/3r1pp1/8/8/7P/p4PP1/2R3K1 b - - bm Rc6; id "WAC.206";
depth 14 seldepth 43 multipv 1 score +85 nodes 464329 nps 1849916 tbhits 300 time 0.251 pv Rc6 Qb2 Qxc7 Rxc6 Qxc6 Qxa2 Qe4 Kf1 h5 Qe2 Qb1+ Qe1 Qxe1+ Kxe1 h4 Ke2 Kf7 g3 hxg3 fxg3 Ke6
++ solved in 0.002 seconds (254 nodes) (153 out of 154 solved, 99.4%)
r1bq2kr/p1pp1ppp/1pn1p3/4P3/2Pb2Q1/BR6/P4PPP/3K1BNR w - - bm Qxg7+; id "WAC.207";
depth 15 seldepth 29 multipv 1 score +400 nodes 387971 nps 1545701 tbhits 0 time 0.251 pv Qxg7+ Kxg7 Rg3+ Kh6 Bc1+ Qg5 Bxg5+ Kg7 Be7+ Kh6 Ba3 Be3 Rxe3 Rg8 Rg3 Rxg3 hxg3+ Kg7 Nf3 h6 Bc1 Kf8 Rxh6 d6 exd6 cxd6
++ solved in 0.122 seconds (175113 nodes) (154 out of 155 solved, 99.4%)
3r1bk1/ppq3pp/2p5/2P2Q1B/8/1P4P1/P6P/5RK1 w - - bm Bf7+; id "WAC.208";
depth 13 seldepth 23 multipv 1 score +34 nodes 403041 nps 1605741 tbhits 0 time 0.251 pv b4 Qe7 Qf7+ Qxf7 Bxf7+ Kh8 Bc4 b6 a4 bxc5 b5 cxb5 axb5 Re8 Rf3 g5 Rf7 Be7 Kf2
-- not solved (154 out of 156 solved, 98.7%)
3r1rk1/pp1q1ppp/3pn3/2pN4/5PP1/P5PQ/1PP1B3/1K1R4 w - - bm Rh1; id "WAC.210";
depth 15 seldepth 35 multipv 1 score +557 nodes 462504 nps 1842645 tbhits 0 time 0.251 pv Rh1 h6 Nf6+ Kh8 Nxd7 Rxd7 g5 Re7 Bc4 d5 Bxd5 b6 gxh6 g6 f5 Nc7 Bc6 Ne8 fxg6 fxg6 Qg4
++ solved in 0.006 seconds (8918 nodes) (155 out of 157 solved, 98.7%)
rn1qr2Q/pbppk1p1/1p2pb2/4N3/3P4/2N5/PPP3PP/R4RK1 w - - bm Qxg7+; id "WAC.212";
depth 25 seldepth 9 multipv 1 score #+5 nodes 503011 nps 2004027 tbhits 0 time 0.251 pv Qxg7+ Bxg7 Rf7+ Kd6 Nb5+ Kd5 c4+ Ke4 Re1#
++ solved in 0.002 seconds (2993 nodes) (156 out of 158 solved, 98.7%)
3r1r1k/1b4pp/ppn1p3/4Pp1R/Pn5P/3P4/4QP2/1qB1NKR1 w - - bm Rxh7+; id "WAC.213";
depth 22 seldepth 35 multipv 1 score #+18 nodes 481251 nps 1917334 tbhits 0 time 0.251 pv Rxh7+ Kxh7 Qh5+ Kg8 Rxg7+ Kxg7 Bh6+ Kh7 Bg5+ Kg7 Qh6+ Kf7 Qf6+ Kg8 Qg6+ Kh8 Bf6+ Rxf6 exf6 Qxe1+ Kxe1 Nc2+ Kd2 Rxd3+ Kc1 Rd7 Qe8+ Kh7 Qxd7+ Ne7 Qxe7+ Kg6 Qg7+ Kh5 Qg5#
++ solved in 0.015 seconds (23317 nodes) (157 out of 159 solved, 98.7%)
3r2k1/pb1q1pp1/1p2pb1p/8/3N4/P2QB3/1P3PPP/1Br1R1K1 w - - bm Qh7+; id "WAC.215";
depth 33 seldepth 7 multipv 1 score #+4 nodes 502431 nps 2001717 tbhits 0 time 0.251 pv Qh7+ Kf8 Qh8+ Ke7 Nf5+ exf5 Bc5#
++ solved in 0.002 seconds (2575 nodes) (158 out of 160 solved, 98.8%)
7k/p4q1p/1pb5/2p5/4B2Q/2P1B3/P6P/7K b - - bm Qf1+; id "WAC.219";
depth 32 seldepth 5 multipv 1 score #+3 nodes 398336 nps 1586996 tbhits 485 time 0.251 pv Qf1+ Bg1 Qf3+ Bxf3 Bxf3#
++ solved in 0.001 seconds (115 nodes) (159 out of 161 solved, 98.8%)
3rr1k1/ppp2ppp/8/5Q2/4n3/1B5R/PPP1qPP1/5RK1 b - - bm Qxf1+; id "WAC.220";
depth 14 seldepth 28 multipv 1 score +565 nodes 493577 nps 1966442 tbhits 0 time 0.251 pv Qxf1+ Kxf1 Nd2+ Kg1 Re1+ Kh2 Nf1+ Kg1 Ne3+ Kh2 Nxf5 g4 Nd6 f3 Rb1 Rh5 Rxb2 Rc5 Rd7 Kg2 h6
++ solved in 0.079 seconds (135589 nodes) (160 out of 162 solved, 98.8%)
2r1r2k/1q3ppp/p2Rp3/2p1P3/6QB/p3P3/bP3PPP/3R2K1 w - - bm Bf6; id "WAC.222";
depth 14 seldepth 23 multipv 1 score -46 nodes 356970 nps 1422191 tbhits 0 time 0.251 pv bxa3 Bd5
-- not solved (160 out of 163 solved, 98.2%)
2k1rb1r/ppp3pp/2np1q2/5b2/2B2P2/2P1BQ2/PP1N1P1P/2KR3R b - - bm d5; id "WAC.227";
depth 12 seldepth 20 multipv 1 score +18 nodes 342007 nps 1362577 tbhits 0 time 0.251 pv Be6 Rhe1
-- not solved (160 out of 164 solved, 97.6%)
r4rk1/1bq1bp1p/4p1p1/p2p4/3BnP2/1N1B3R/PPP3PP/R2Q2K1 w - - bm Bxe4; id "WAC.228";
depth 14 seldepth 21 multipv 1 score +181 nodes 353605 nps 1408784 tbhits 0 time 0.251 pv Bxe4 Qxf4 Bd3 a4 Qd2 Qxd2 Nxd2 f6 c3 Rfb8 Rb1 e5 Be3 Bc8 Rh6 Be6
++ solved in 0.08 seconds (119048 nodes) (161 out of 165 solved, 97.6%)
r4rk1/1b1nqp1p/p5p1/1p2PQ2/2p5/5N2/PP3PPP/R1BR2K1 w - - bm Bg5; id "WAC.231";
depth 17 seldepth 30 multipv 1 score +42 nodes 400905 nps 1597231 tbhits 0 time 0.251 pv Bg5 gxf5 Bxe7 Bxf3 Rxd7 Bc6 Rd6 Rfe8 Bf6 Re6 Rd4 h6 Rad1 Kh7 f3 a5 Kf2 Rae8 h4 Kg6 Rd6 Rxd6 h5+ Kxh5 exd6
++ solved in 0.002 seconds (2244 nodes) (162 out of 166 solved, 97.6%)
1R6/p5pk/4p2p/4P3/8/2r3qP/P3R1b1/4Q1K1 b - - bm Rc1; id "WAC.236";
depth 14 seldepth 38 multipv 1 score +83 nodes 350504 nps 1396430 tbhits 4349 time 0.251 pv Rc1 Qxc1 Bf3+ Kf1 Bxe2+ Kxe2 Qxe5+ Qe3 Qxb8 Qe4+ Kh8 Qxe6 Qg8 Qxg8+ Kxg8 Kf3 a5 h4 Kf7 h5 a4 Kg4 Kf6 Kf4 a3 Kf3
++ solved in 0.002 seconds (2155 nodes) (163 out of 167 solved, 97.6%)
r5k1/pQp2qpp/8/4pbN1/3P4/6P1/PPr4P/1K1R3R b - - bm Rc1+; id "WAC.237";
depth 17 seldepth 36 multipv 1 score +1180 nodes 489093 nps 1948577 tbhits 0 time 0.251 pv Rc1+ Kxc1 Qc4+ Kd2 Qd3+ Ke1 Qe3+ Kf1 Rf8 Kg2 Qe2+ Kg1 Qxd1+ Kg2 Qe2+ Kg1 Be6 Nf3 Rxf3 Qa8+ Kf7 Qxf3+ Qxf3 dxe5 Qd1+ Kf2 Qxh1 h4 Bd5 e6+ Bxe6
++ solved in 0.096 seconds (165397 nodes) (164 out of 168 solved, 97.6%)
1k1r4/pp1r1pp1/4n1p1/2R5/2Pp1qP1/3P2QP/P4PB1/1R4K1 w - - bm Bxb7; id "WAC.238";
depth 15 seldepth 33 multipv 1 score +533 nodes 472634 nps 1883003 tbhits 2 time 0.251 pv Bxb7 Rxb7 Rxb7+ Ka8 Qxf4 Nxf4 Rcc7 Nxd3 Rxa7+ Kb8 Rcb7+ Kc8 Rxf7 Kb8 Rfb7+ Kc8 Rxg7 Kb8 Rab7+ Ka8 Rbd7 Rxd7 Rxd7 Ne5 Rd5 Nxc4 Rxd4 Ne5
++ solved in 0.129 seconds (249246 nodes) (165 out of 169 solved, 97.6%)
2b4k/p1b2p2/2p2q2/3p1PNp/3P2R1/3B4/P1Q2PKP/4r3 w - - bm Qxc6; id "WAC.240";
depth 16 seldepth 27 multipv 1 score +939 nodes 527671 nps 2102274 tbhits 13 time 0.251 pv Qxc6
++ solved in 0.015 seconds (23224 nodes) (166 out of 170 solved, 97.6%)
r1b1r1k1/pp1nqp2/2p1p1pp/8/4N3/P1Q1P3/1P3PPP/1BRR2K1 w - - bm Rxd7; id "WAC.242";
depth 16 seldepth 35 multipv 1 score +497 nodes 418594 nps 1667705 tbhits 0 time 0.251 pv Rxd7
++ solved in 0.002 seconds (373 nodes) (167 out of 171 solved, 97.7%)
1b5k/7P/p1p2np1/2P2p2/PP3P2/4RQ1R/q2r3P/6K1 w - - bm Re8+; id "WAC.250";
depth 24 seldepth 15 multipv 1 score #+8 nodes 537669 nps 2142107 tbhits 0 time 0.251 pv Re8+ Nxe8 Qc3+ Ng7 Qxg7+ Kxg7 h8=Q+ Kf7 Rh7+ Ke6 Qg8+ Kf6 Qf8+ Ke6 Qf7#
++ solved in 0.016 seconds (26593 nodes) (168 out of 172 solved, 97.7%)
r6k/pp3p1p/2p1bp1q/b3p3/4Pnr1/2PP2NP/PP1Q1PPN/R2B2RK b - - bm Nxh3; id "WAC.254";
depth 15 seldepth 25 multipv 1 score +304 nodes 408369 nps 1626968 tbhits 0 time 0.251 pv Nxh3
++ solved in 0.002 seconds (1907 nodes) (169 out of 173 solved, 97.7%)
3r3r/p4pk1/5Rp1/3q4/1p1P2RQ/5N2/P1P4P/2b4K w - - bm Rfxg6+; id "WAC.255";
depth 16 seldepth 32 multipv 1 score +363 nodes 446093 nps 1777262 tbhits 107 time 0.251 pv Rfxg6+ fxg6 Qe7+ Qf7 Rxg6+ Kxg6 Ne5+ Kf5 Nxf7 Rhe8 Qc5+ Kf6 Nxd8 Rxd8 Qe5+ Kf7 Qc7+ Ke8 Qxa7 Bd2 Qa6 Bc3 d5 Kf8 Kg2
++ solved in 0.001 seconds (483 nodes) (170 out of 174 solved, 97.7%)
3r1rk1/1pb1qp1p/2p3p1/p7/P2Np2R/1P5P/1BP2PP1/3Q1BK1 w - - bm Nf5; id "WAC.256";
depth 17 seldepth 31 multipv 1 score +420 nodes 410419 nps 1635135 tbhits 0 time 0.251 pv Nf5 Qg5
++ solved in 0.06 seconds (92973 nodes) (171 out of 175 solved, 97.7%)
4r1k1/pq3p1p/2p1r1p1/2Q1p3/3nN1P1/1P6/P1P2P1P/3RR1K1 w - - bm Rxd4; id "WAC.257";
depth 15 seldepth 28 multipv 1 score +417 nodes 437610 nps 1743466 tbhits 0 time 0.251 pv Rxd4 Qb5 Rd7 Qxc5 Nxc5 R6e7 Rd6 f5 gxf5 gxf5 Rf6 Rf8 Rxc6 e4 Kg2 Rd8 Ne6 Rdd7 Rc8+ Kf7 Nc5
++ solved in 0.016 seconds (27676 nodes) (172 out of 176 solved, 97.7%)
r3brkn/1p5p/2p2Ppq/2Pp3B/3Pp2Q/4P1R1/6PP/5R1K w - - bm Bxg6; id "WAC.258";
depth 16 seldepth 26 multipv 1 score +88 nodes 386611 nps 1540282 tbhits 0 time 0.251 pv Bxg6
++ solved in 0.01 seconds (14424 nodes) (173 out of 177 solved, 97.7%)
2r2b1r/p1Nk2pp/3p1p2/N2Qn3/4P3/q6P/P4PP1/1R3K1R w - - bm Qe6+; id "WAC.260";
depth 26 seldepth 9 multipv 1 score #+5 nodes 452743 nps 1803756 tbhits 0 time 0.251 pv Qe6+ Kxc7 Rb7+ Kd8 Nc6+ Rxc6 Rb8+ Kc7 Qc8#
++ solved in 0.024 seconds (40412 nodes) (174 out of 178 solved, 97.8%)
6k1/p1B1b2p/2b3r1/2p5/4p3/1PP1N1Pq/P2R1P2/3Q2K1 b - - bm Rh6; id "WAC.262";
depth 17 seldepth 34 multipv 1 score +175 nodes 429288 nps 1710310 tbhits 0 time 0.251 pv Rh6 Qg4+ Qxg4 Nxg4 Rh1+ Kxh1 e3+ Kg1 exd2 Ne3 Bf3 Bb8 a6 Be5 Kf7 Kf1 d1=Q+ Nxd1 Ke6 Bf4 Bxd1 Ke1 Bh5 Kd2 Bg6 Ke3 Bf6 b4
++ solved in 0.042 seconds (68315 nodes) (175 out of 179 solved, 97.8%)
rnbqr2k/pppp1Qpp/8/b2NN3/2B1n3/8/PPPP1PPP/R1B1K2R w KQ - bm Qg8+; id "WAC.263";
depth 21 seldepth 7 multipv 1 score #+4 nodes 550323 nps 2192521 tbhits 0 time 0.251 pv Qg8+ Kxg8 Ne7+ Kf8 N5g6+ hxg6 Nxg6#
++ solved in 0.007 seconds (9760 nodes) (176 out of 180 solved, 97.8%)
2r1k2r/2pn1pp1/1p3n1p/p3PP2/4q2B/P1P5/2Q1N1PP/R4RK1 w k - bm exf6; id "WAC.265";
depth 16 seldepth 31 multipv 1 score +279 nodes 411789 nps 1640593 tbhits 0 time 0.251 pv exf6 Qxc2
++ solved in 0.036 seconds (55943 nodes) (177 out of 181 solved, 97.8%)
r3q2r/2p1k1p1/p5p1/1p2Nb2/1P2nB2/P7/2PNQbPP/R2R3K b - - bm Rxh2+; id "WAC.266";
depth 15 seldepth 11 multipv 1 score #+6 nodes 418331 nps 1666657 tbhits 0 time 0.251 pv Rxh2+ Bxh2 Ng3+ Bxg3 Qh8+ Bh2 Qxh2+ Kxh2 Rh8+ Qh5 Rxh5#
++ solved in 0.08 seconds (128801 nodes) (178 out of 182 solved, 97.8%)
2r1kb1r/pp3ppp/2n1b3/1q1N2B1/1P2Q3/8/P4PPP/3RK1NR w Kk - bm Nc7+; id "WAC.267";
depth 23 seldepth 9 multipv 1 score #+5 nodes 405581 nps 1615860 tbhits 0 time 0.251 pv Nc7+ Rxc7 Qxc6+ Bd7 Qe4+ Qe5 Qxe5+ Be7 Qxe7#
++ solved in 0.029 seconds (41330 nodes) (179 out of 183 solved, 97.8%)
2kr2nr/pp1n1ppp/2p1p3/q7/1b1P1B2/P1N2Q1P/1PP1BPP1/R3K2R w KQ - bm axb4; id "WAC.269";
depth 13 seldepth 26 multipv 1 score +137 nodes 348442 nps 1382706 tbhits 0 time 0.252 pv O-O Bxc3 bxc3 Ne7 c4 e5 Be3 g6 Bg5 Nf5 Bxd8 Rxd8 Bd3 exd4 Qf4 Qe5 Qxe5
-- not solved (179 out of 184 solved, 97.3%)
2r1r1k1/pp1q1ppp/3p1b2/3P4/3Q4/5N2/PP2RPPP/4R1K1 w - - bm Qg4; id "WAC.270";
depth 16 seldepth 26 multipv 1 score +4 nodes 397356 nps 1583091 tbhits 0 time 0.251 pv Rxe8+ Rxe8 Rxe8+ Qxe8 Qxa7 Qc8 h4 Bxb2 g3 g6 Kg2 Bf6 Qb6 Qd7 Nd2 Bg7 Ne4 Qf5 Qd8+ Bf8
-- not solved (179 out of 185 solved, 96.8%)
2kr4/ppp3Pp/4RP1B/2r5/5P2/1P6/P2p4/3K4 w - - bm Rd6; id "WAC.271";
depth 18 seldepth 39 multipv 1 score +219 nodes 535243 nps 2132442 tbhits 235 time 0.251 pv Rd6 Rxd6
++ solved in 0.001 seconds (159 nodes) (180 out of 186 solved, 96.8%)
nrq4r/2k1p3/1p1pPnp1/pRpP1p2/P1P2P2/2P1BB2/1R2Q1P1/6K1 w - - bm Bxc5; id "WAC.272";
depth 13 seldepth 21 multipv 1 score +401 nodes 395285 nps 1574840 tbhits 0 time 0.251 pv Bxc5 Qg8 Bd4 Qh7 c5 Qh2+ Kf1 Qxf4 cxd6+ Kd8 dxe7+ Kxe7 d6+ Qxd6 Be5
++ solved in 0.015 seconds (22670 nodes) (181 out of 187 solved, 96.8%)
r2qkb1r/pppb2pp/2np1n2/5pN1/2BQP3/2N5/PPP2PPP/R1B1K2R w KQkq - bm Bf7+; id "WAC.278";
depth 20 seldepth 9 multipv 1 score #+5 nodes 578181 nps 2303509 tbhits 0 time 0.251 pv Bf7+ Ke7 Qxf6+ Kxf6 Nd5+ Ke5 Nf3+ Kxe4 Nc3#
++ solved in 0.001 seconds (341 nodes) (182 out of 188 solved, 96.8%)
2R5/2R4p/5p1k/6n1/8/1P2QPPq/r7/6K1 w - - bm Rxh7+; id "WAC.281";
depth 11 seldepth 46 multipv 1 score +540 nodes 337838 nps 1345968 tbhits 2066 time 0.251 pv Rxh7+ Kxh7 Qe7+ Kg6 Rg8+ Kf5 Rxg5+ Kxg5 Qg7+ Kf5 Qd7+ Kg6 Qxh3 Ra1+ Kf2 Ra2+ Kf1 Ra1+ Ke2 Ra7 Qg4+ Kf7 b4 Ra2+ Kd1 Rb2 Qf4 Kg7 Kc1
++ solved in 0.014 seconds (11487 nodes) (183 out of 189 solved, 96.8%)
6k1/2p3p1/1p1p1nN1/1B1P4/4PK2/8/2r3b1/7R w - - bm Rh8+; id "WAC.282";
depth 42 seldepth 7 multipv 1 score #+4 nodes 597094 nps 2378860 tbhits 73 time 0.251 pv Rh8+ Kf7 Be8+ Nxe8 Kg5 Bxe4 Rf8#
++ solved in 0.009 seconds (15256 nodes) (184 out of 190 solved, 96.8%)
3q1rk1/4bp1p/1n2P2Q/3p1p2/6r1/Pp2R2N/1B4PP/7K w - - bm Ng5; id "WAC.283";
depth 25 seldepth 7 multipv 1 score #+4 nodes 594184 nps 2367266 tbhits 0 time 0.251 pv Ng5 Rxg5 Rh3 Re8 Qxh7+ Kf8 Qxf7#
++ solved in 0.022 seconds (36042 nodes) (185 out of 191 solved, 96.9%)
3r1k2/1p6/p4P2/2pP2Qb/8/1P1KB3/P6r/8 b - - bm Rxd5+; id "WAC.286";
depth 13 seldepth 26 multipv 1 score +210 nodes 170995 nps 681254 tbhits 2707 time 0.251 pv Rxd5+ Qxd5 Bg6+ Qe4 Bxe4+ Kxe4 b6 Bf4 Rh4 Kf5 Kf7 Bc7 Rh6 Be5 Rh1 Bc7 Rf1+ Ke4 Rxf6 Ke5 Rg6 Bd8 Ke8
++ solved in 0.003 seconds (2433 nodes) (186 out of 192 solved, 96.9%)
r1b2rk1/p4ppp/1p1Qp3/4P2N/1P6/8/P3qPPP/3R1RK1 w - - bm Nf6+; id "WAC.288";
depth 14 seldepth 33 multipv 1 score +358 nodes 434508 nps 1731107 tbhits 0 time 0.251 pv Nf6+ gxf6 exf6 Qxf1+ Kxf1 Ba6+ Ke1 Kh8 Qc7 Bb5 a3 Ba4 Rd6 e5 f3 e4 fxe4 Rae8 Qxa7 Rxe4+ Kf2
++ solved in 0.027 seconds (43631 nodes) (187 out of 193 solved, 96.9%)
2r3k1/5p1p/p3q1p1/2n3P1/1p1QP2P/1P4N1/PK6/2R5 b - - bm Qe5; id "WAC.289";
depth 15 seldepth 22 multipv 1 score +501 nodes 446790 nps 1780039 tbhits 15 time 0.251 pv Qe5 Rd1 Qxg3 Ka1 Qxh4 Qxb4 Qg4 Qd2 Nxe4 Qd4 Qg2 Qd7 Qc2 Qd3 Qxd3 Rxd3 Rc5 Kb2 Rxg5 a4 h5
++ solved in 0.014 seconds (25016 nodes) (188 out of 194 solved, 96.9%)
RUN COMPLETED - 194 out of 200 solved (97.0%)
engine: Black-Diamond-121119
cores: 1
hash size: 16
search time: 0.25 seconds
-
MikeB
- Posts: 4889
- Joined: Thu Mar 09, 2006 6:34 am
- Location: Pen Argyl, Pennsylvania
Re: WAC cleaned and revised (201 positions)
missing positions
Code: Select all
4r3/1Q1qk2p/p4pp1/3Pb3/P7/6PP/5P2/4R1K1 w - - bm d6+; id "WAC.292";
depth 16 seldepth 37 multipv 1 score +294 nodes 473505 nps 1886474 tbhits 7 time 0.251 pv d6+ Ke6
++ solved in 0.002 seconds (186 nodes) (189 out of 195 solved, 96.9%)
1nbq1r1k/3rbp1p/p1p1pp1Q/1p6/P1pPN3/5NP1/1P2PPBP/R4RK1 w - - bm Nfg5; id "WAC.293";
depth 26 seldepth 7 multipv 1 score #+4 nodes 387767 nps 1544888 tbhits 0 time 0.251 pv Nfg5 fxg5 Nf6 Bxf6 Be4 Rxd4 Qxh7#
++ solved in 0.161 seconds (217266 nodes) (190 out of 196 solved, 96.9%)
4r3/p4r1p/R1p2pp1/1p1bk3/4pNPP/2P1K3/2P2P2/3R4 w - - bm Rxd5+; id "WAC.295";
depth 36 seldepth 5 multipv 1 score #+3 nodes 588330 nps 2343944 tbhits 0 time 0.251 pv Rxd5+ cxd5 Nd3+ exd3 f4#
++ solved in 0.003 seconds (2469 nodes) (191 out of 197 solved, 97.0%)
3Q4/p3b1k1/2p2rPp/2q5/4B3/P2P4/7P/6RK w - - bm Qh8+; id "WAC.298";
depth 30 seldepth 7 multipv 1 score #+4 nodes 470523 nps 1874593 tbhits 18 time 0.251 pv Qh8+ Kxh8 g7+ Kg8 Bh7+ Kxh7 g8=Q#
++ solved in 0.002 seconds (2032 nodes) (192 out of 198 solved, 97.0%)
b2b1r1k/3R1ppp/4qP2/4p1PQ/4P3/5B2/4N1K1/8 w - - bm g6; id "WAC.300";
depth 18 seldepth 31 multipv 1 score +211 nodes 218856 nps 871936 tbhits 856 time 0.251 pv g6 h6 Qxh6+ gxh6 g7+ Kg8 gxf8=R+ Kxf8 Rxd8+ Qe8 Rxe8+ Kxe8 Ng3 Kd7 Bg4+ Kd6 Kf3 Bb7 Bf5 Ba6 Kg4 Kc5 Kh5 Kd4 Kxh6 Ke3 Bg6
++ solved in 0.001 seconds (178 nodes) (193 out of 199 solved, 97.0%)
r2q1rk1/2p2ppp/p1n2n2/Pp2p3/1P2P3/1BPPQR2/6PP/RN4K1 b - - bm Nd4; id "WAC.301";
depth 15 seldepth 28 multipv 1 score +124 nodes 382425 nps 1523605 tbhits 0 time 0.251 pv Nd4 Bd1
++ solved in 0.011 seconds (15487 nodes) (194 out of 200 solved, 97.0%)-
MikeB
- Posts: 4889
- Joined: Thu Mar 09, 2006 6:34 am
- Location: Pen Argyl, Pennsylvania
Re: WAC cleaned and revised (201 positions)
now using all 24 cores and 1/4 of a second
There were two mate in-18 announced under 1/4 of a second
[d]7k/p7/1R5K/6r1/6p1/6P1/8/8 w - - bm Rb7; id "WAC.006";
depth 22 seldepth 37 multipv 1 score #+18 nodes 6530643 nps 26018498 tbhits 461722 time 0.251 pv Rb7 Rb5 Rxb5 Kg8 Ra5 Kf7 Kh5 Ke6 Kxg4 Kd7 Kf4 Kc6 Rxa7 Kb6 Ra1 Kc6 g4 Kd5 g5 Ke6 g6 Kf6 Ra6+ Ke7 g7 Kf7 Ra7+ Ke6 g8=Q+ Kd6 Qc8 Kd5 Rd7+ Ke6 Qc6#
++ solved in 0.003 seconds (2181 nodes) (4 out of 4 solved, 100.0%)
[d]3r1r1k/1b4pp/ppn1p3/4Pp1R/Pn5P/3P4/4QP2/1qB1NKR1 w - - bm Rxh7+; id "WAC.213";
depth 27 seldepth 35 multipv 1 score #+18 nodes 6492936 nps 25765619 tbhits 0 time 0.252 pv Rxh7+ Kxh7 Qh5+ Kg8 Rxg7+ Kxg7 Bh6+ Kh8 Bg5+ Kg7 Qh6+ Kf7 Qf6+ Kg8 Qg6+ Kh8 Bf6+ Rxf6 exf6 Qxe1+ Kxe1 Nc2+ Kf1 Ne3+ fxe3 Rd7 Qe8+ Kh7 Qxd7+ Ne7 Qxe7+ Kh6 Qg7+ Kh5 Qg5#
++ solved in 0.004 seconds (77882 nodes) (159 out of 159 solved, 100.0%)
Code: Select all
RUN COMPLETED - 198 out of 200 solved (99.0%)
engine: Black-Diamond-121119
cores: 24
hash size: 256
search time: 0.25 seconds
[d]7k/p7/1R5K/6r1/6p1/6P1/8/8 w - - bm Rb7; id "WAC.006";
depth 22 seldepth 37 multipv 1 score #+18 nodes 6530643 nps 26018498 tbhits 461722 time 0.251 pv Rb7 Rb5 Rxb5 Kg8 Ra5 Kf7 Kh5 Ke6 Kxg4 Kd7 Kf4 Kc6 Rxa7 Kb6 Ra1 Kc6 g4 Kd5 g5 Ke6 g6 Kf6 Ra6+ Ke7 g7 Kf7 Ra7+ Ke6 g8=Q+ Kd6 Qc8 Kd5 Rd7+ Ke6 Qc6#
++ solved in 0.003 seconds (2181 nodes) (4 out of 4 solved, 100.0%)
[d]3r1r1k/1b4pp/ppn1p3/4Pp1R/Pn5P/3P4/4QP2/1qB1NKR1 w - - bm Rxh7+; id "WAC.213";
depth 27 seldepth 35 multipv 1 score #+18 nodes 6492936 nps 25765619 tbhits 0 time 0.252 pv Rxh7+ Kxh7 Qh5+ Kg8 Rxg7+ Kxg7 Bh6+ Kh8 Bg5+ Kg7 Qh6+ Kf7 Qf6+ Kg8 Qg6+ Kh8 Bf6+ Rxf6 exf6 Qxe1+ Kxe1 Nc2+ Kf1 Ne3+ fxe3 Rd7 Qe8+ Kh7 Qxd7+ Ne7 Qxe7+ Kh6 Qg7+ Kh5 Qg5#
++ solved in 0.004 seconds (77882 nodes) (159 out of 159 solved, 100.0%)
-
MikeB
- Posts: 4889
- Joined: Thu Mar 09, 2006 6:34 am
- Location: Pen Argyl, Pennsylvania
Re: WAC cleaned and revised (201 positions)
the hardest one for BD , with 24 cores, it takes ~3.5 seconds, all the others are solved in less than 1/2 second with 24 cores
[d]2kr2nr/pp1n1ppp/2p1p3/q7/1b1P1B2/P1N2Q1P/1PP1BPP1/R3K2R w KQ - bm axb4; id "WAC.269";
nfo depth 18 seldepth 44 multipv 1 score cp 621 nodes 55513804 nps 23073068 hashfull 974 tbhits 8 time 2406 pv a3b4 a5b6 e1g1 g8e7 b4b5 d7b8 f4h2 e7f5 d4d5 f5d4 f3f4 d4e2 c3e2 e6e5 f4e5 b8d7 e5f4 g7g5 f4g3 f7f6 a1a7 d7e5 g3e3 b6e3 f2e3 c6b5 f1f6 h8e8 f6b6 c8b8 b6b7 b8c8 b7h7
info depth 19 seldepth 33 multipv 1 score cp 637 lowerbound nodes 85186293 nps 23821670 hashfull 1000 tbhits 8 time 3576 pv a3b4
info depth 19 currmove a3b4 currmovenumber 1
info depth 19 seldepth 33 multipv 1 score cp 653 lowerbound nodes 95822980 nps 23901965 hashfull 1000 tbhits 8 time 4009 pv a3b4
info depth 19 currmove a3b4 currmovenumber 1
?info depth 19 seldepth 33 multipv 1 score cp 674 lowerbound nodes 111014016 nps 24008221 hashfull 1000 tbhits 8 time 4624 pv a3b4
<snip>
info depth 19 seldepth 36 multipv 1 score cp 691 nodes 143540564 nps 24250813 hashfull 1000 tbhits 9 time 5919 pv a3b4 a5b6 e1g1 g8e7 b4b5 d7b8 f1d1 h7h5 b2b4 d8d4 d1d4 b6d4 a1d1 d4b4 c3e4 b8d7 e4d6 c8b8 d6f7 e6e5 f7h8 e5f4 d1d7 b8c8 b5c6 b7c6 d7a7 h5h4
Code: Select all
RUN COMPLETED - 199 out of 200 solved (99.5%)
engine: Black-Diamond-121119
cores: 24
hash size: 256
search time: 0.5 seconds[d]2kr2nr/pp1n1ppp/2p1p3/q7/1b1P1B2/P1N2Q1P/1PP1BPP1/R3K2R w KQ - bm axb4; id "WAC.269";
nfo depth 18 seldepth 44 multipv 1 score cp 621 nodes 55513804 nps 23073068 hashfull 974 tbhits 8 time 2406 pv a3b4 a5b6 e1g1 g8e7 b4b5 d7b8 f4h2 e7f5 d4d5 f5d4 f3f4 d4e2 c3e2 e6e5 f4e5 b8d7 e5f4 g7g5 f4g3 f7f6 a1a7 d7e5 g3e3 b6e3 f2e3 c6b5 f1f6 h8e8 f6b6 c8b8 b6b7 b8c8 b7h7
info depth 19 seldepth 33 multipv 1 score cp 637 lowerbound nodes 85186293 nps 23821670 hashfull 1000 tbhits 8 time 3576 pv a3b4
info depth 19 currmove a3b4 currmovenumber 1
info depth 19 seldepth 33 multipv 1 score cp 653 lowerbound nodes 95822980 nps 23901965 hashfull 1000 tbhits 8 time 4009 pv a3b4
info depth 19 currmove a3b4 currmovenumber 1
?info depth 19 seldepth 33 multipv 1 score cp 674 lowerbound nodes 111014016 nps 24008221 hashfull 1000 tbhits 8 time 4624 pv a3b4
<snip>
info depth 19 seldepth 36 multipv 1 score cp 691 nodes 143540564 nps 24250813 hashfull 1000 tbhits 9 time 5919 pv a3b4 a5b6 e1g1 g8e7 b4b5 d7b8 f1d1 h7h5 b2b4 d8d4 d1d4 b6d4 a1d1 d4b4 c3e4 b8d7 e4d6 c8b8 d6f7 e6e5 f7h8 e5f4 d1d7 b8c8 b5c6 b7c6 d7a7 h5h4
-
Albert Silver
- Posts: 3019
- Joined: Wed Mar 08, 2006 9:57 pm
- Location: Rio de Janeiro, Brazil
Re: WAC cleaned and revised (201 positions)
This is absolutely correct, and I made a couple of corrections since then. I will post the updated version shortly.Dann Corbit wrote: ↑Thu Dec 12, 2019 2:19 am For WAC.140, Bc7 is a mate in 27. I realize that Rc7 is a mate in 12, but both moves win.
[d]r2b1rk1/pq4p1/4ppQP/3pB1p1/3P4/2R5/PP3PP1/5RK1 w - - ce 32714; dm 27; pv Bc7 Rf7 h7+ Kh8 Qxf7 Be7 Qxe7 Qc8 Re1 Qe8 Rxe6 Qxe7 Rxe7 Kxh7 Rc5 Kg6 Rxd5 Rh8 Rdd7 Kf5 f3 Rh7 Rxg7 Rxg7 Rxg7 Ke6 Bd8 a6 Ra7 Kd5 Rxa6 Kxd4 Bxf6+ Kd5 Bxg5 Kd4 Rd6+ Kc5 Bf4 Kb5 g4 Ka4 g5 Kb5 g6 Kb4 g7 Kb5 g8=Q Kc5 Qc8+ Kb5 Qc6+ Kb4 Bd2#;
"Tactics are the bricks and sticks that make up a game, but positional play is the architectural blueprint."